density

VARIABLE-DENSITY COMPOSITE ARTICLES, PREFORMS AND METHODS

A metal matrix composite article that includes at least first and second regions, first and second reinforcement materials, a metal matrix composite material occupying the second region of the body and comprising a metal matrix material and the second reinforcement component, a preform positioned in the first region of the body and infiltrated by at least the metal matrix material of the metal matrix composite material. The article further includes a transition region located proximate an outer surface of the preform that includes a distribution of the second reinforcement component comprising a density increasing according to a second gradient in a direction toward the outer surface of the preform.




density

HIGH DENSITY ELECTRICAL CONNECTOR WITH SHIELD PLATE LOUVERS

An electrical assembly has a lead frame with a plurality of elongated conductor sets and an insulative housing. Each conductor set has two differential signal pair conductors between a first ground conductor and a second ground conductor. A slot extends through the insulative housing and at least partially exposes the first ground conductor of a first conductor set and the second ground conductor of a second conductor set. A first ground shield has a first tab bent inward that extends into the slot from a first side of the lead frame. A second ground shield has second tab bent inward that extends into the slot from a second side of the lead frame. A conductive medium is provided in the slot to electrically connect the first tab, the second tab, the first ground conductor and the second ground conductor.




density

HIGH OUTLET DENSITY POWER DISTRIBUTION UNIT

Systems and apparatuses are provided in which outlets are coupled to a power distribution unit (PDU) or PDU module in various configurations. The outlets may be coupled to a recessed surface within a PDU housing. The outlets and recessed surface may be formed as part of a single mold. The outlets may be coupled to a printed circuit board that is at least partially disposed within the PDU housing. The outlets may extend away from the recessed surface or printed circuit board towards or beyond a front face of the PDU housing.




density

PAPER SUBSTRATE HAVING ENHANCED PRINT DENSITY

The present invention relates to a sizing composition that, when applied to paper substrate, creates a substrate, preferably suitable for inkjet printing, having increased print density, print sharpness, low HST, and/or image dry time, the substrate preferably having high brightness and reduced color-to-color bleed as well. In addition, the present invention relates to a method of reducing the HST of a paper substrate by applying the sizing composition to at least one surface thereof. Further the application relates to methods of making and using the sizing composition, as well as methods of making and using the paper containing the sizing composition.




density

LIGHTWEIGHT, REDUCED DENSITY FIRE RATED GYPSUM PANELS

A reduced weight, reduced density gypsum panel that includes high expansion vermiculite with fire resistance capabilities that are at least comparable to (if not better than) commercial fire rated gypsum panels with a much greater gypsum content, weight and density.




density

Purification of carbon nanotubes using agarose column and density gradient ultracentrifugation

A method of processing bundles of carbon nanotubes (CNTs). Bundles of CNTs are put into a solution and unbundled using sonication and one or more surfactants that break apart and disperse at least some of the bundles into the solution such that it contains individual semiconducting CNTs, individual metallic CNTs, and remaining CNT bundles. The individual CNTs are separated from each other using agarose bead column separation using sodium dodecyl sulfate as a surfactant. Remaining CNT bundles are then separated out by performing density-gradient ultracentrifugation.




density

MAGNETICALLY ENHANCED LOW TEMPERATURE-HIGH DENSITY PLASMA-CHEMICAL VAPOR DEPOSITION PLASMA SOURCE FOR DEPOSITING DIAMOND AND DIAMOND LIKE FILMS

A magnetically enhanced low temperature high density plasma chemical vapor deposition (LT-HDP-CVD) source has a hollow cathode target and an anode, which form a gap. A cathode target magnet assembly forms magnetic field lines substantially perpendicular to the cathode surface. A gap magnet assembly forms a magnetic field in the gap that is coupled with the cathode target magnetic field. The magnetic field lines cross the pole piece electrode positioned in the gap. The pole piece is isolated from ground and can be connected to a voltage power supply. The pole piece can have negative, positive, floating, or RF electrical potentials. By controlling the duration, value, and sign of the electric potential on the pole piece, plasma ionization can be controlled. Feed gas flows through the gap between the hollow cathode and anode. The cathode can be connected to a pulse power or RF power supply, or cathode can be connected to both power supplies. The cathode target and substrate can be inductively grounded.




density

MAGNETICALLY ENHANCED HIGH DENSITY PLASMA-CHEMICAL VAPOR DEPOSITION PLASMA SOURCE FOR DEPOSITING DIAMOND AND DIAMOND-LIKE FILMS

A magnetically enhanced HDP-CVD plasma source includes a hollow cathode target and an anode. The anode and cathode form a gap. A cathode target magnet assembly forms magnetic field lines that are substantially perpendicular to a cathode target surface. The gap magnet assembly forms a cusp magnetic field in the gap that is coupled with the cathode target magnetic field. The magnetic field lines cross a pole piece electrode positioned in the gap. This pole piece is isolated from ground and can be connected with a voltage power supply. The pole piece can have a negative, positive, or floating electric potential. The plasma source can be configured to generate volume discharge. The gap size prohibits generation of plasma discharge in the gap. By controlling the duration, value and a sign of the electric potential on the pole piece, the plasma ionization can be controlled. The magnetically enhanced HDP-CVD source can also be used for chemically enhanced ionized physical vapor deposition (CE-IPVD). Gas flows through the gap between hollow cathode and anode. The cathode target is inductively grounded, and the substrate is periodically inductively grounded.




density

METHOD OF FABRICATING AN INTEGRATED CIRCUIT WITH A PATTERN DENSITY-OUTLIER-TREATMENT FOR OPTIMIZED PATTERN DENSITY UNIFORMITY

The present disclosure provides one embodiment of an IC method. First pattern densities (PDs) of a plurality of templates of an IC design layout are received. Then a high PD outlier template and a low PD outlier template from the plurality of templates are identified. The high PD outlier template is split into multiple subsets of template and each subset of template carries a portion of PD of the high PD outlier template. A PD uniformity (PDU) optimization is performed to the low PD outlier template and multiple individual exposure processes are applied by using respective subset of templates.




density

Mammoth Audio offers Density Lite Free, launches competition

Mammoth Audio has made available a free lite version of its Density cinematic toolkit for Native Instruments Kontakt. “It’s a tough moment in our history, but one positive has been producers getting back into music making with the spare time. We want to gift the creative community with something which would inspire them to stay […]

The post Mammoth Audio offers Density Lite Free, launches competition appeared first on rekkerd.org.




density

Pencil towers and issues around urban inequality and density

Critics say that the proliferation of modern, wafer-thin skyscrapers are symbols of rising urban inequality. Also: Are levels of density in our cities making us ill? And what's the impact of short-term letting on urban affordability? 




density

A PP2A Phosphatase High Density Interaction Network Identifies a Novel Striatin-interacting Phosphatase and Kinase Complex Linked to the Cerebral Cavernous Malformation 3 (CCM3) Protein

Marilyn Goudreault
Jan 1, 2009; 8:157-171
Research




density

Normal high density lipoprotein inhibits three steps in the formation of mildly oxidized low density lipoprotein: steps 2 and 3

Mohamad Navab
Sep 1, 2000; 41:1495-1508
Articles




density

Normal high density lipoprotein inhibits three steps in the formation of mildly oxidized low density lipoprotein: step 1

Mohamad Navab
Sep 1, 2000; 41:1481-1494
Articles




density

High density lipoprotein metabolism

S Eisenberg
Oct 1, 1984; 25:1017-1058
Reviews




density

Role of liver in the maintenance of cholesterol and low density lipoprotein homeostasis in different animal species, including humans

JM Dietschy
Oct 1, 1993; 34:1637-1659
Reviews




density

Identification of multiple subclasses of plasma low density lipoproteins in normal humans

Ronald M. Krauss
Jan 1, 1982; 23:97-104
Articles




density

Endocytosis of very low-density lipoproteins: an unexpected mechanism for lipid acquisition by breast cancer cells [Research Articles]

We previously described the expression of CD36 and LPL by breast cancer (BC) cells and tissues and the growth-promoting effect of VLDL observed only in the presence of LPL. We now report a model in which LPL is bound to a heparan sulfate proteoglycan motif on the BC cell surface and acts in concert with the VLDL receptor to internalize VLDLs via receptor-mediated endocytosis. We also demonstrate that gene-expression programs for lipid synthesis versus uptake respond robustly to triglyceride-rich lipoprotein availability. The literature emphasizes de novo FA synthesis and exogenous free FA uptake using CD36 as paramount mechanisms for lipid acquisition by cancer cells. We find that the uptake of intact lipoproteins is also an important mechanism for lipid acquisition and that the relative reliance on lipid synthesis versus uptake varies among BC cell lines and in response to VLDL availability. This metabolic plasticity has important implications for the development of therapies aimed at the lipid dependence of many types of cancer, in that the inhibition of FA synthesis may elicit compensatory upregulation of lipid uptake. Moreover, the mechanism that we have elucidated provides a direct connection between dietary fat and tumor biology.­.




density

High density lipoprotein and its apolipoprotein-defined subspecies and risk of dementia [Patient-Oriented and Epidemiological Research]

Whether HDL is associated with dementia risk is unclear. In addition to apoA1, other apolipoproteins are found in HDL, creating subspecies of HDL that may have distinct metabolic properties. We measured apoA1, apoC3, and apoJ levels in plasma and apoA1 levels in HDL that contains or lacks apoE, apoJ, or apoC3 using a modified sandwich ELISA in a case-cohort study nested within the Ginkgo Evaluation of Memory Study. We included 995 randomly selected participants and 521 participants who developed dementia during a mean of 5.1 years of follow-up. The level of total apoA1 was not significantly related to dementia risk, regardless of the coexistence of apoC3, apoJ, or apoE. Higher levels of total plasma apoC3 were associated with better cognitive function at baseline (difference in Modified Mini-Mental State Examination scores tertile 3 vs. tertile 1: 0.60; 95% CI: 0.23, 0.98) and a lower dementia risk (adjusted hazard ratio tertile 3 vs. tertile 1: 0.73; 95% CI: 0.55, 0.96). Plasma concentrations of apoA1 in HDL and its apolipoprotein-defined subspecies were not associated with cognitive function at baseline or with the risk of dementia during follow-up. Similar studies in other populations are required to better understand the association between apoC3 and Alzheimer’s disease pathology.




density

PET Imaging of Pancreatic Dopamine D2 and D3 Receptor Density with 11C-(+)-PHNO in Type 1 Diabetes

Type 1 diabetes mellitus (T1DM) has traditionally been characterized by a complete destruction of β-cell mass (BCM); however, there is growing evidence of possible residual BCM present in T1DM. Given the absence of in vivo tools to measure BCM, routine clinical measures of β-cell function (e.g., C-peptide release) may not reflect BCM. We previously demonstrated the potential utility of PET imaging with the dopamine D2 and D3 receptor agonist 3,4,4a,5,6,10b-hexahydro-2H-naphtho[1,2-b][1,4]oxazin-9-ol (11C-(+)-PHNO) to differentiate between healthy control (HC) and T1DM individuals. Methods: Sixteen individuals participated (10 men, 6 women; 9 HCs, 7 T1DMs). The average duration of diabetes was 18 ± 6 y (range, 14–30 y). Individuals underwent PET/CT scanning with a 120-min dynamic PET scan centered on the pancreas. One- and 2-tissue-compartment models were used to estimate pancreas and spleen distribution volume. Reference region approaches (spleen as reference) were also investigated. Quantitative PET measures were correlated with clinical outcome measures. Immunohistochemistry was performed to examine colocalization of dopamine receptors with endocrine hormones in HC and T1DM pancreatic tissue. Results: C-peptide release was not detectable in any T1DM individuals, whereas proinsulin was detectable in 3 of 5 T1DM individuals. Pancreas SUV ratio minus 1 (SUVR-1) (20–30 min; spleen as reference region) demonstrated a statistically significant reduction (–36.2%) in radioligand binding (HCs, 5.6; T1DMs, 3.6; P = 0.03). Age at diagnosis correlated significantly with pancreas SUVR-1 (20–30 min) (R2 = 0.67, P = 0.025). Duration of diabetes did not significantly correlate with pancreas SUVR-1 (20–30 min) (R2 = 0.36, P = 0.16). Mean acute C-peptide response to arginine at maximal glycemic potentiation did not significantly correlate with SUVR-1 (20–30 min) (R2 = 0.57, P = 0.05), nor did mean baseline proinsulin (R2 = 0.45, P = 0.10). Immunohistochemistry demonstrated colocalization of dopamine D3 receptor and dopamine D2 receptor in HCs. No colocalization of the dopamine D3 receptor or dopamine D2 receptor was seen with somatostatin, glucagon, or polypeptide Y. In a separate T1DM individual, no immunostaining was seen with dopamine D3 receptor, dopamine D2 receptor, or insulin antibodies, suggesting that loss of endocrine dopamine D3 receptor and dopamine D2 receptor expression accompanies loss of β-cell functional insulin secretory capacity. Conclusion: Thirty-minute scan durations and SUVR-1 provide quantitative outcome measures for 11C-(+)-PHNO, a dopamine D3 receptor–preferring agonist PET radioligand, to differentiate BCM in T1DM and HCs.




density

Asymptotics and optimal bandwidth for nonparametric estimation of density level sets

Wanli Qiao.

Source: Electronic Journal of Statistics, Volume 14, Number 1, 302--344.

Abstract:
Bandwidth selection is crucial in the kernel estimation of density level sets. A risk based on the symmetric difference between the estimated and true level sets is usually used to measure their proximity. In this paper we provide an asymptotic $L^{p}$ approximation to this risk, where $p$ is characterized by the weight function in the risk. In particular the excess risk corresponds to an $L^{2}$ type of risk, and is adopted to derive an optimal bandwidth for nonparametric level set estimation of $d$-dimensional density functions ($dgeq 1$). A direct plug-in bandwidth selector is developed for kernel density level set estimation and its efficacy is verified in numerical studies.




density

Conditional density estimation with covariate measurement error

Xianzheng Huang, Haiming Zhou.

Source: Electronic Journal of Statistics, Volume 14, Number 1, 970--1023.

Abstract:
We consider estimating the density of a response conditioning on an error-prone covariate. Motivated by two existing kernel density estimators in the absence of covariate measurement error, we propose a method to correct the existing estimators for measurement error. Asymptotic properties of the resultant estimators under different types of measurement error distributions are derived. Moreover, we adjust bandwidths readily available from existing bandwidth selection methods developed for error-free data to obtain bandwidths for the new estimators. Extensive simulation studies are carried out to compare the proposed estimators with naive estimators that ignore measurement error, which also provide empirical evidence for the effectiveness of the proposed bandwidth selection methods. A real-life data example is used to illustrate implementation of these methods under practical scenarios. An R package, lpme, is developed for implementing all considered methods, which we demonstrate via an R code example in Appendix B.2.




density

Option pricing with bivariate risk-neutral density via copula and heteroscedastic model: A Bayesian approach

Lucas Pereira Lopes, Vicente Garibay Cancho, Francisco Louzada.

Source: Brazilian Journal of Probability and Statistics, Volume 33, Number 4, 801--825.

Abstract:
Multivariate options are adequate tools for multi-asset risk management. The pricing models derived from the pioneer Black and Scholes method under the multivariate case consider that the asset-object prices follow a Brownian geometric motion. However, the construction of such methods imposes some unrealistic constraints on the process of fair option calculation, such as constant volatility over the maturity time and linear correlation between the assets. Therefore, this paper aims to price and analyze the fair price behavior of the call-on-max (bivariate) option considering marginal heteroscedastic models with dependence structure modeled via copulas. Concerning inference, we adopt a Bayesian perspective and computationally intensive methods based on Monte Carlo simulations via Markov Chain (MCMC). A simulation study examines the bias, and the root mean squared errors of the posterior means for the parameters. Real stocks prices of Brazilian banks illustrate the approach. For the proposed method is verified the effects of strike and dependence structure on the fair price of the option. The results show that the prices obtained by our heteroscedastic model approach and copulas differ substantially from the prices obtained by the model derived from Black and Scholes. Empirical results are presented to argue the advantages of our strategy.




density

Density for solutions to stochastic differential equations with unbounded drift

Christian Olivera, Ciprian Tudor.

Source: Brazilian Journal of Probability and Statistics, Volume 33, Number 3, 520--531.

Abstract:
Via a special transform and by using the techniques of the Malliavin calculus, we analyze the density of the solution to a stochastic differential equation with unbounded drift.




density

Fast multivariate empirical cumulative distribution function with connection to kernel density estimation. (arXiv:2005.03246v1 [cs.DS])

This paper revisits the problem of computing empirical cumulative distribution functions (ECDF) efficiently on large, multivariate datasets. Computing an ECDF at one evaluation point requires $mathcal{O}(N)$ operations on a dataset composed of $N$ data points. Therefore, a direct evaluation of ECDFs at $N$ evaluation points requires a quadratic $mathcal{O}(N^2)$ operations, which is prohibitive for large-scale problems. Two fast and exact methods are proposed and compared. The first one is based on fast summation in lexicographical order, with a $mathcal{O}(N{log}N)$ complexity and requires the evaluation points to lie on a regular grid. The second one is based on the divide-and-conquer principle, with a $mathcal{O}(Nlog(N)^{(d-1){vee}1})$ complexity and requires the evaluation points to coincide with the input points. The two fast algorithms are described and detailed in the general $d$-dimensional case, and numerical experiments validate their speed and accuracy. Secondly, the paper establishes a direct connection between cumulative distribution functions and kernel density estimation (KDE) for a large class of kernels. This connection paves the way for fast exact algorithms for multivariate kernel density estimation and kernel regression. Numerical tests with the Laplacian kernel validate the speed and accuracy of the proposed algorithms. A broad range of large-scale multivariate density estimation, cumulative distribution estimation, survival function estimation and regression problems can benefit from the proposed numerical methods.




density

Inference for the mode of a log-concave density

Charles R. Doss, Jon A. Wellner.

Source: The Annals of Statistics, Volume 47, Number 5, 2950--2976.

Abstract:
We study a likelihood ratio test for the location of the mode of a log-concave density. Our test is based on comparison of the log-likelihoods corresponding to the unconstrained maximum likelihood estimator of a log-concave density and the constrained maximum likelihood estimator where the constraint is that the mode of the density is fixed, say at $m$. The constrained estimation problem is studied in detail in Doss and Wellner (2018). Here, the results of that paper are used to show that, under the null hypothesis (and strict curvature of $-log f$ at the mode), the likelihood ratio statistic is asymptotically pivotal: that is, it converges in distribution to a limiting distribution which is free of nuisance parameters, thus playing the role of the $chi_{1}^{2}$ distribution in classical parametric statistical problems. By inverting this family of tests, we obtain new (likelihood ratio based) confidence intervals for the mode of a log-concave density $f$. These new intervals do not depend on any smoothing parameters. We study the new confidence intervals via Monte Carlo methods and illustrate them with two real data sets. The new intervals seem to have several advantages over existing procedures. Software implementing the test and confidence intervals is available in the R package verb+logcondens.mode+.




density

Measuring human activity spaces from GPS data with density ranking and summary curves

Yen-Chi Chen, Adrian Dobra.

Source: The Annals of Applied Statistics, Volume 14, Number 1, 409--432.

Abstract:
Activity spaces are fundamental to the assessment of individuals’ dynamic exposure to social and environmental risk factors associated with multiple spatial contexts that are visited during activities of daily living. In this paper we survey existing approaches for measuring the geometry, size and structure of activity spaces, based on GPS data, and explain their limitations. We propose addressing these shortcomings through a nonparametric approach called density ranking and also through three summary curves: the mass-volume curve, the Betti number curve and the persistence curve. We introduce a novel mixture model for human activity spaces and study its asymptotic properties. We prove that the kernel density estimator, which at the present time, is one of the most widespread methods for measuring activity spaces, is not a stable estimator of their structure. We illustrate the practical value of our methods with a simulation study and with a recently collected GPS dataset that comprises the locations visited by 10 individuals over a six months period.




density

On sampling from a log-concave density using kinetic Langevin diffusions

Arnak S. Dalalyan, Lionel Riou-Durand.

Source: Bernoulli, Volume 26, Number 3, 1956--1988.

Abstract:
Langevin diffusion processes and their discretizations are often used for sampling from a target density. The most convenient framework for assessing the quality of such a sampling scheme corresponds to smooth and strongly log-concave densities defined on $mathbb{R}^{p}$. The present work focuses on this framework and studies the behavior of the Monte Carlo algorithm based on discretizations of the kinetic Langevin diffusion. We first prove the geometric mixing property of the kinetic Langevin diffusion with a mixing rate that is optimal in terms of its dependence on the condition number. We then use this result for obtaining improved guarantees of sampling using the kinetic Langevin Monte Carlo method, when the quality of sampling is measured by the Wasserstein distance. We also consider the situation where the Hessian of the log-density of the target distribution is Lipschitz-continuous. In this case, we introduce a new discretization of the kinetic Langevin diffusion and prove that this leads to a substantial improvement of the upper bound on the sampling error measured in Wasserstein distance.




density

Kernel and wavelet density estimators on manifolds and more general metric spaces

Galatia Cleanthous, Athanasios G. Georgiadis, Gerard Kerkyacharian, Pencho Petrushev, Dominique Picard.

Source: Bernoulli, Volume 26, Number 3, 1832--1862.

Abstract:
We consider the problem of estimating the density of observations taking values in classical or nonclassical spaces such as manifolds and more general metric spaces. Our setting is quite general but also sufficiently rich in allowing the development of smooth functional calculus with well localized spectral kernels, Besov regularity spaces, and wavelet type systems. Kernel and both linear and nonlinear wavelet density estimators are introduced and studied. Convergence rates for these estimators are established and discussed.




density

Local differential privacy: Elbow effect in optimal density estimation and adaptation over Besov ellipsoids

Cristina Butucea, Amandine Dubois, Martin Kroll, Adrien Saumard.

Source: Bernoulli, Volume 26, Number 3, 1727--1764.

Abstract:
We address the problem of non-parametric density estimation under the additional constraint that only privatised data are allowed to be published and available for inference. For this purpose, we adopt a recent generalisation of classical minimax theory to the framework of local $alpha$-differential privacy and provide a lower bound on the rate of convergence over Besov spaces $mathcal{B}^{s}_{pq}$ under mean integrated $mathbb{L}^{r}$-risk. This lower bound is deteriorated compared to the standard setup without privacy, and reveals a twofold elbow effect. In order to fulfill the privacy requirement, we suggest adding suitably scaled Laplace noise to empirical wavelet coefficients. Upper bounds within (at most) a logarithmic factor are derived under the assumption that $alpha$ stays bounded as $n$ increases: A linear but non-adaptive wavelet estimator is shown to attain the lower bound whenever $pgeq r$ but provides a slower rate of convergence otherwise. An adaptive non-linear wavelet estimator with appropriately chosen smoothing parameters and thresholding is shown to attain the lower bound within a logarithmic factor for all cases.




density

A Bayesian nonparametric approach to log-concave density estimation

Ester Mariucci, Kolyan Ray, Botond Szabó.

Source: Bernoulli, Volume 26, Number 2, 1070--1097.

Abstract:
The estimation of a log-concave density on $mathbb{R}$ is a canonical problem in the area of shape-constrained nonparametric inference. We present a Bayesian nonparametric approach to this problem based on an exponentiated Dirichlet process mixture prior and show that the posterior distribution converges to the log-concave truth at the (near-) minimax rate in Hellinger distance. Our proof proceeds by establishing a general contraction result based on the log-concave maximum likelihood estimator that prevents the need for further metric entropy calculations. We further present computationally more feasible approximations and both an empirical and hierarchical Bayes approach. All priors are illustrated numerically via simulations.




density

Determinantal Point Process Mixtures Via Spectral Density Approach

Ilaria Bianchini, Alessandra Guglielmi, Fernando A. Quintana.

Source: Bayesian Analysis, Volume 15, Number 1, 187--214.

Abstract:
We consider mixture models where location parameters are a priori encouraged to be well separated. We explore a class of determinantal point process (DPP) mixture models, which provide the desired notion of separation or repulsion. Instead of using the rather restrictive case where analytical results are partially available, we adopt a spectral representation from which approximations to the DPP density functions can be readily computed. For the sake of concreteness the presentation focuses on a power exponential spectral density, but the proposed approach is in fact quite general. We later extend our model to incorporate covariate information in the likelihood and also in the assignment to mixture components, yielding a trade-off between repulsiveness of locations in the mixtures and attraction among subjects with similar covariates. We develop full Bayesian inference, and explore model properties and posterior behavior using several simulation scenarios and data illustrations. Supplementary materials for this article are available online (Bianchini et al., 2019).




density

Bone Mineral Density and Vitamin D Status Among African American Children With Forearm Fractures

Forearm fractures are unique injuries which are associated with lower bone mineral density in adults and white children. The relationships among bone mineral density, 25-hydroxyvitamin D status, and risk for forearm fracture have not been investigated in African American children.

Our data support an association between both lower bone mineral density and vitamin D deficiency and increased odds of forearm fracture in African American children. Promotion of bone health is indicated in this population. (Read the full article)




density

Practical Aspects for Subtractive Etching of High Density Interconnects

Presentation by Don Ball of Chemcut Corporation




density

Complexes between C-Reactive Protein and Very Low Density Lipoprotein Delay Bacterial Clearance in Sepsis [INFECTIOUS DISEASE AND HOST RESPONSE]

Key Points

  • Kupffer cells phagocytose both bacteria and CRP–VLDL complexes.

  • High levels of CRP–VLDL complexes delay bacterial clearance.

  • Pch disrupts CRP–VLDL complexes to improve bacterial clearance.




    density

    Recombinase Polymerase Amplification and Lateral Flow Assay for Ultrasensitive Detection of Low-Density Plasmodium falciparum Infection from Controlled Human Malaria Infection Studies and Naturally Acquired Infections [Parasitology]

    Microscopy and rapid diagnostic tests (RDTs) are the main diagnostic tools for malaria but fail to detect low-density parasitemias that are important for maintaining malaria transmission. To complement existing diagnostic methods, an isothermal reverse transcription-recombinase polymerase amplification and lateral flow assay (RT-RPA) was developed. We compared the performance with that of ultrasensitive reverse transcription-quantitative PCR (uRT-qPCR) using nucleic acid extracts from blood samples (n = 114) obtained after standardized controlled human malaria infection (CHMI) with Plasmodium falciparum sporozoites. As a preliminary investigation, we also sampled asymptomatic individuals (n = 28) in an area of malaria endemicity (Lambaréné, Gabon) to validate RT-RPA and assess its performance with unprocessed blood samples (dbRT-RPA). In 114 samples analyzed from CHMI trials, the positive percent agreement to uRT-qPCR was 90% (95% confidence interval [CI], 80 to 96). The negative percent agreement was 100% (95% CI, 92 to 100). The lower limit of detection was 64 parasites/ml. In Gabon, RT-RPA was 100% accurate with asymptomatic volunteers (n = 28), while simplified dbRT-RPA showed 89% accuracy. In a subgroup analysis, RT-RPA detected 9/10 RT-qPCR-positive samples, while loop-mediated isothermal amplification (LAMP) detected 2/10. RT-RPA is a reliable diagnostic test for asymptomatic low-density infections. It is particularly useful in settings where uRT-qPCR is difficult to implement.




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    Trends in Bone Mineral Density, Osteoporosis, and Osteopenia Among U.S. Adults With Prediabetes, 2005-2014

    OBJECTIVE

    We aimed to evaluate trends in bone mineral density (BMD) and the prevalence of osteoporosis/osteopenia in U.S. adults with prediabetes and normal glucose regulation (NGR) and further investigate the association among prediabetes, osteopenia/osteoporosis, and fracture.

    RESEARCH DESIGN AND METHODS

    We collected and analyzed data from the U.S. National Health and Nutrition Examination Surveys during the period from 2005 to 2014. Femoral neck and lumbar spine BMD data were available for 5,310 adults with prediabetes and 5,162 adults with NGR >40 years old.

    RESULTS

    A shift was observed toward a lower BMD and a higher prevalence of osteopenia/osteoporosis at the femoral neck and lumbar spine in U.S. adults >40 years old with prediabetes since 2005, especially in men <60 and women ≥60 years old. A shift toward a higher prevalence of osteopenia/osteoporosis at the femoral neck was also observed in adults >40 years old with NGR. Moreover, prediabetes was associated with a higher prevalence of hip fracture, although participants with prediabetes had higher BMD and a lower prevalence of osteopenia/osteoporosis at the femoral neck.

    CONCLUSIONS

    There was a declining trend in BMD from 2005 to 2014 in U.S. adults >40 years old with prediabetes and NGR, and this trend was more significant in men <60 years old. Populations with prediabetes may be exposed to relatively higher BMD but a higher prevalence of fracture.




    density

    Effects of Vitamin D Receptor Knockout and Vitamin D Deficiency on Corneal Epithelial Wound Healing and Nerve Density in Diabetic Mice

    Diabetic keratopathy occurs in ~70% of all people with diabetes. This study was designed to examine the effects of vitamin D receptor knockout (VDR–/–) and vitamin D deficiency (VDD) on corneal epithelial wound healing and nerve density in diabetic mice. Diabetes was induced using the low-dose streptozotocin method. Corneal epithelial wounds were created using an Algerbrush, and wound healing was monitored over time. Corneal nerve density was measured in unwounded mice. VDR–/– and VDD diabetic mice (diabetic for 8 and 20 weeks, respectively) had slower healing ratios than wild-type diabetic mice. VDR–/– and VDD diabetic mice also showed significantly decreased nerve density. Reduced wound healing ratios and nerve densities were not fully rescued by a supplemental diet rich in calcium, lactose, and phosphate. We conclude that VDR–/– and VDD significantly reduce both corneal epithelial wound healing and nerve density in diabetic mice. Because the supplemental diet did not rescue wound healing or nerve density, these effects are likely not specifically related to hypocalcemia. This work supports the hypothesis that low vitamin D levels can exacerbate preexisting ophthalmic conditions, such as diabetes.




    density

    Tuning the Antigen Density Requirement for CAR T-cell Activity [Research Articles]

    Insufficient reactivity against cells with low antigen density has emerged as an important cause of chimeric antigen receptor (CAR) T-cell resistance. Little is known about factors that modulate the threshold for antigen recognition. We demonstrate that CD19 CAR activity is dependent upon antigen density and that the CAR construct in axicabtagene ciloleucel (CD19-CD28) outperforms that in tisagenlecleucel (CD19-4-1BB) against antigen-low tumors. Enhancing signal strength by including additional immunoreceptor tyrosine-based activation motifs (ITAM) in the CAR enables recognition of low-antigen-density cells, whereas ITAM deletions blunt signal and increase the antigen density threshold. Furthermore, replacement of the CD8 hinge-transmembrane (H/T) region of a 4-1BB CAR with a CD28-H/T lowers the threshold for CAR reactivity despite identical signaling molecules. CARs incorporating a CD28-H/T demonstrate a more stable and efficient immunologic synapse. Precise design of CARs can tune the threshold for antigen recognition and endow 4-1BB-CARs with enhanced capacity to recognize antigen-low targets while retaining a superior capacity for persistence.

    Significance:

    Optimal CAR T-cell activity is dependent on antigen density, which is variable in many cancers, including lymphoma and solid tumors. CD28-CARs outperform 4-1BB-CARs when antigen density is low. However, 4-1BB-CARs can be reengineered to enhance activity against low-antigen-density tumors while maintaining their unique capacity for persistence.

    This article is highlighted in the In This Issue feature, p. 627




    density

    Race May Not Impact Endocrine Therapy-Related Changes in Breast Density

    Background:

    Reduction in breast density may be a biomarker of endocrine therapy (ET) efficacy. Our objective was to assess the impact of race on ET-related changes in volumetric breast density (VBD).

    Methods:

    This retrospective cohort study assessed longitudinal changes in VBD measures in women with estrogen receptor–positive invasive breast cancer treated with ET. VBD, the ratio of fibroglandular volume (FGV) to breast volume (BV), was measured using Volpara software. Changes in measurements were evaluated using a multivariable linear mixed effects model.

    Results:

    Compared with white women (n = 191), black women (n = 107) had higher rates of obesity [mean ± SD body mass index (BMI) 34.5 ± 9.1 kg/m2 vs. 30.6 ± 7.0 kg/m2, P < 0.001] and premenopausal status (32.7% vs. 16.7%, P = 0.002). Age- and BMI-adjusted baseline FGV, BV, and VBD were similar between groups. Modeled longitudinal changes were also similar: During a follow-up of 30.7 ± 15.0 months (mean ± SD), FGV decreased over time in premenopausal women (slope = –0.323 cm3; SE = 0.093; P = 0.001), BV increased overall (slope = 2.475 cm3; SE = 0.483; P < 0.0001), and VBD decreased (premenopausal slope = –0.063%, SE = 0.011; postmenopausal slope = –0.016%, SE = 0.004; P < 0.0001). Race was not significantly associated with these longitudinal changes, nor did race modify the effect of time on these changes. Higher BMI was associated with lower baseline VBD (P < 0.0001). Among premenopausal women, VBD declined more steeply for women with lower BMI (time x BMI, P = 0.0098).

    Conclusions:

    Race does not appear to impact ET-related longitudinal changes in VBD.

    Impact:

    Racial disparities in estrogen receptor–positive breast cancer recurrence and mortality may not be explained by differential declines in breast density due to ET.




    density

    Alcohol and Tobacco Use in Relation to Mammographic Density in 23,456 Women

    Background:

    Percent density (PD) is a strong risk factor for breast cancer that is potentially modifiable by lifestyle factors. PD is a composite of the dense (DA) and nondense (NDA) areas of a mammogram, representing predominantly fibroglandular or fatty tissues, respectively. Alcohol and tobacco use have been associated with increased breast cancer risk. However, their effects on mammographic density (MD) phenotypes are poorly understood.

    Methods:

    We examined associations of alcohol and tobacco use with PD, DA, and NDA in a population-based cohort of 23,456 women screened using full-field digital mammography machines manufactured by Hologic or General Electric. MD was measured using Cumulus. Machine-specific effects were estimated using linear regression, and combined using random effects meta-analysis.

    Results:

    Alcohol use was positively associated with PD (Ptrend = 0.01), unassociated with DA (Ptrend = 0.23), and inversely associated with NDA (Ptrend = 0.02) adjusting for age, body mass index, reproductive factors, physical activity, and family history of breast cancer. In contrast, tobacco use was inversely associated with PD (Ptrend = 0.0008), unassociated with DA (Ptrend = 0.93), and positively associated with NDA (Ptrend<0.0001). These trends were stronger in normal and overweight women than in obese women.

    Conclusions:

    These findings suggest that associations of alcohol and tobacco use with PD result more from their associations with NDA than DA.

    Impact:

    PD and NDA may mediate the association of alcohol drinking, but not tobacco smoking, with increased breast cancer risk. Further studies are needed to elucidate the modifiable lifestyle factors that influence breast tissue composition, and the important role of the fatty tissues on breast health.




    density

    Adiposity Change Over the Life Course and Mammographic Breast Density in Postmenopausal Women

    Mammographic breast density is a strong risk factor for breast cancer. We comprehensively investigated the associations of body mass index (BMI) change from ages 10, 18, and 30 to age at mammogram with mammographic breast density in postmenopausal women. We used multivariable linear regression models, adjusted for confounders, to investigate the associations of BMI change with volumetric percent density, dense volume, and nondense volume, assessed using Volpara in 367 women. At the time of mammogram, the mean age was 57.9 years. Compared with women who had a BMI gain of 0.1–5 kg/m2 from age 10, women who had a BMI gain of 5.1–10 kg/m2 had a 24.4% decrease [95% confidence interval (CI), 6.0%–39.2%] in volumetric percent density; women who had a BMI gain of 10.1–15 kg/m2 had a 46.1% decrease (95% CI, 33.0%–56.7%) in volumetric percent density; and women who had a BMI gain of >15 kg/m2 had a 56.5% decrease (95% CI, 46.0%–65.0%) in volumetric percent density. Similar, but slightly attenuated associations were observed for BMI gain from ages 18 and 30 to age at mammogram and volumetric percent density. BMI gain over the life course was positively associated with nondense volume, but not dense volume. We observed strong associations between BMI change over the life course and mammographic breast density. The inverse associations between early-life adiposity change and volumetric percent density suggest that childhood adiposity may confer long-term protection against postmenopausal breast cancer via its effect of mammographic breast density.




    density

    Engineering high-energy-density sodium battery anodes for improved cycling with superconcentrated ionic-liquid electrolytes




    density

    The Impact of Density and Diversity on Reapportionment and Redistricting in the Mountain West


    Executive Summary

    During the first decade of the 21st century the six states of the Mountain West — Arizona, Colorado, Idaho, Nevada, New Mexico, and Utah — experienced unprecedented political and demographic changes. Population growth in all six states exceeded the national average and the region is home to the four states that underwent the largest population gains between 2000 and 2010. As a consequence, the region is now home to some of the most demographically diverse and geographically concentrated states in the country— factors that helped to transform the Mountain West from a Republican stronghold into America’s new swing region. This paper examines the impact that increased diversity and density are exerting on reapportionment and redistricting in each Mountain West state and assesses the implications that redistricting outcomes will exert both nationally and within each state in the coming decade.  Nationally, the region’s clout will increase due to the addition of three seats in the House of Representatives (one each in Arizona, Nevada, and Utah) and electoral contexts in Arizona, Colorado, Nevada, and New Mexico that will result in competitive presidential and senate elections throughout the decade. At the state level, the combination of term limits, demographic change, and the reapportionment of state legislative seats from rural to urban areas will alter the composition of these states’ legislatures and should facilitate the realignment of policy outcomes that traditionally benefitted rural interests at the expense of urban needs.

    Introduction

    As reapportionment and redistricting plans across the 50 states are finalized and candidate recruitment begins in earnest, the contours of the 2012 election are coming into focus. One region of the country where reapportionment (redistributing seats to account for population shifts) and redistricting (drawing boundaries for state legislative and congressional districts) are likely to have significant consequences in 2012 and beyond is in the six states of the Mountain West: Arizona, Colorado, Idaho, Nevada, New Mexico, and Utah. Driven by explosive growth during the past decade, the Mountain West is now home to some of the most demographically diverse and geographically concentrated states in the country. As a consequence, the region has increasingly become more hospitable to Democrats, particularly Colorado, Nevada, and New Mexico and to a lesser extent Arizona. In this paper, I examine how these changes are affecting reapportionment and redistricting across the region. Specifically, after summarizing some of the key regional demographic and political changes, I offer a brief overview of the institutional contexts in which the maps are being drawn. This is followed by an assessment of outcomes in each state. I conclude with a discussion of the national and state level implications that reapportionment and redistricting are likely to engender across the Mountain West.

    A Region in Transition

    Between 2000 and 2010 population growth in all six Mountain West states outpaced the national average of 9.7 percent and the region contains the four states that experienced the largest percent population increase in the country (Nevada = 35.1 percent; Arizona = 24.6 percent; Utah = 23.8 percent, and Idaho = 21.1 percent).[i] As a consequence, Nevada and Utah each gained their fourth seats in the House of Representative and Arizona was awarded its ninth. Beginning with the 2012 election, the Mountain West will have 29 U.S. House seats (Idaho has two House seats, New Mexico has three, and Colorado has seven) and 41 Electoral College votes.

    Across the Mountain West, population growth was concentrated in the region’s largest metropolitan statistical area (MSA).[ii] Most notably, the Las Vegas metro area is now home to nearly three out of four Nevadans — the mostly highly concentrated space in the region. In Arizona, roughly two-thirds of the population now resides in the Phoenix MSA, which grew by nearly 30 percent. The Albuquerque MSA experienced the largest overall increase as a share of total population (nearly 25 percent) and now contains 44 percent of New Mexico’s population. And while Idaho remains the state in the region with the least dense population, growth in the Boise MSA significantly outpaced that state’s overall population gain and nearly 40 percent of all Idahoans reside in and around Boise. On the other end of the spectrum are the Salt Lake City and Denver MSAs, which as shares of the Colorado and Utah populations decreased slightly from 2000. Still, better than half (50.57 percent) of all Coloradoans live in Denver and its suburbs and around 41 percent of Utah’s population is concentrated in the Salt Lake City MSA.

    In addition to further urbanizing the region, the prior decade’s growth continued to transform the region’s demographics as all six Mountain West states are now more ethnically diverse as compared to a decade ago.[iii] The largest changes occurred in Nevada where the minority population increased by over 11 percent and now better than 45 percent of Nevadans are classified as non-white. While the bulk of this growth was among Hispanics, whose share of the population increased by 7 percent and are now 26.5 percent of all Nevadans, the Silver State also recorded large increases among Asian and Pacific Islanders. Arizona experienced similar increases as that state’s minority population mushroomed from 36.2 percent to 42.2 percent with Hispanics now constituting 30 percent of the population. In Colorado, the minority population increased by 3.5 percent to 30 percent. Nearly all of this change was caused by an increase in Hispanics, who now constitute 20.7 percent of the state’s population. New Mexico continues to be the Mountain West’s most diverse state as nearly three out of five New Mexicans are minorities and the state contains the region’s largest Hispanic population (46 percent). And while Idaho and Utah remain overwhelmingly white, both states’ non-white populations grew at levels similar to Colorado. Idaho is now 16 percent non-white (including a Hispanic population of 11.2 percent) and nearly one in five Utahans is a minority. Between 2000 and 2010, Hispanics increased by 4 percent to constitute 13 percent of Utah’s population.

    Politically, these changes helped to create competitive electoral contexts across the region. Indeed, with the obvious exceptions of Idaho and Utah, the Mountain West is now more hospitable to the Democratic Party than it was in 2000. In particular, Democrats were able to make significant gains in Colorado, Nevada, and New Mexico and effectively flipped those states from Republican leaning in 2000 to Democratic leaning in 2010. In Arizona, the Democratic performance was highly variable and moved in near perfect tandem with the broader national political environment. At the same time, the downturn in Democratic support in 2010 indicates that the party has not yet consolidated its gains. Riding a favorable 2010 macro-environment, Mountain West Republicans gained one governorship (New Mexico), seats in ten of the region’s 12 state legislative chambers, and seven House seats (out of a total of 26 in the region).[iv] Thus, heading into the 2011 redistricting cycle, Republicans control the executive and legislative branches in Arizona, Idaho, and Utah and there are no Mpuntain West states where the Democrats have unified control as the partisan composition of the Colorado legislature is divided and Nevada and New Mexico have Republican governors and Democratic legislatures.

    The Institutional Context

    Because of variation in the institutional arrangements governing how each state approaches reapportionment and redistricting, the impact that the demographic and political changes outlined above are exerting on map drawing differs across the region. To be sure, there are a number of commonalities across the states such as requirements of equally populated U.S. House districts, minimum population variation for state legislative districts, and boundary lines that are compact, contiguous, and maintain communities of interests. 

    Beyond these constraints, mapmakers across the region are afforded different degrees of latitude in how they go about doing their work. For instance, in Nevada and New Mexico, the residency of incumbents can be considered, while Idaho forbids it. Idaho allows for twice as much inter-district population variation for state legislative districts as Colorado and New Mexico, and Idaho only allows state legislative districts to cross county lines if the counties are linked by a highway. Arizona and Idaho mandate that two lower chamber districts be nested within the boundaries of a state senate seat, while Colorado, Nevada, New Mexico, and Utah do not. Nevada also allows for multi-member member state legislative districts. Lastly, Arizona’s redistricting plans must be pre-cleared by the U.S. Department of Justice. While Arizona is the only state in the region subject to preclearance, protection of minority voting rights also has been a point of contention in prior redistricting cycles in New Mexico.

    The Mountain West states also vary in terms of who oversees the redistricting process. State legislators control the process in Nevada, New Mexico, and Utah, while Arizona and Idaho use commissions. In Colorado, the General Assembly draws the map for the state’s seven U.S. House seats, while a commission oversees the drawing of state legislative maps. For the three states that use commissions for either all or part of their processes, commission size and composition differs significantly and only the Arizona Independent Redistricting Commission (AIRC) is charged with drawing maps that are competitive.[v] 

    However, the most significant constraint on reapportionment and redistricting in the Mountain West is the small size of the region’s state legislatures.[vi] The mix of small chambers, increased urbanization, and large geographic spaces means very large and increasingly, fewer and fewer stand- alone rural districts. This dynamic also helps to explain the region’s history of malapportionment that often allocated seats by county regardless of population.[vii] 

    State Summaries

    Based upon the overview presented above, expectations about the general contours of reapportionment and redistricting in the Mountain West are fairly straightforward: the clout of urban and minority interests will increase and to the degree that those factors benefit the Democrats, the Democrats should gain some partisan advantage. Realizing these outcomes, however, has proven to be less than amicable. With the exception of Utah, all other states in the region have had various aspects of their processes litigated, and map drawing for Colorado’s U.S. House seats and all of Nevada and New Mexico’s redistricting is being completed in state courts. Below, I summarize the status of reapportionment and redistricting in each state.

    Arizona

    Beginning its work amid criticism of its composition, calls for its abolishment, and an investigation by the Arizona attorney general, the voter-initiated Arizona Independent Redistricting Commission (AIRC) has struggled to balance the conflicting demands of drawing competitive districts with the protection of minority voting rights. The commission’s work has been further hindered by Republican Governor Jan Brewer’s unsuccessful attempt to impeach the commission’s nonpartisan chair. In addition, Arizona has filed a lawsuit in federal court challenging the state’s preclearance requirement.

    Republican attempts to undermine the AIRC stem from the fact that given unified Republican control of the Arizona governorship and legislature, Republicans would otherwise be in a position to implement a partisan gerrymander. At the same time, the GOP’s present dominance is partially an artifact of the 2001 redistricting. To gain preclearance in 2001, the AIRC’s maps created a large number of majority-minority state legislative districts and minority-friendly U.S House seats by packing Democratic voters into these districts. In so doing, Democratic support in the surrounding districts was weakened; allowing Republicans to more efficiently translate their votes into seats.[viii] Thus, despite a slight partisan voter registration advantage (4.35 percent as of July 2011), Republicans presently hold more than two-thirds of the state legislative seats and five of eight U.S. House seats.

    Given Arizona’s growth patterns between 2000 and 2010 coupled with the AIRC’s charge of creating competitive district, drawing a map as favorable to the GOP in 2011 is virtually impossible unless the size of the Arizona legislature is increased. Still, in order to protect minority voting rights, Arizona’s final maps are likely to tilt in favor of the GOP — just not to the degree that they have in the past. In particular, the elimination and consolidation of rural state legislative districts and a more urban orientation for Arizona’s nine U.S. House districts should provide the Democrats with electoral opportunities that will only increase as Arizona’s population continues to diversity and urbanize.

    Colorado

    As noted above, Colorado uses a commission (the Colorado Redistricting Commission) for redistricting state legislative seats and the Colorado General Assembly draws the maps for the state’s seven U.S. House seats. Neither process has gone smoothly. For the state’s seven U.S. House seats, the Democratic-dominated state senate and the Republican-controlled lower chamber failed to find common ground after exchanging two rounds of maps. Because Democratic governor John Hickenlooper refused to call a special session, redistricting of Colorado U.S. House seats was completed in state court. After a good deal of legal wrangling, the Colorado Supreme Court upheld a map favored by Colorado Democrats that creates two safe Republican districts, one safe Democratic district, and four districts where neither party’s registration advantage exceeds 4 percent. As a consequence, Colorado will feature a number of competitive U.S. House elections throughout the coming decade.

    Map drawing for state legislative seats by the CRC has also been hindered by partisanship. Hoping to break a partisan stalemate, in late summer the nonpartisan chair of the CRC offered maps that combined parts of prior Democratic and Republican proposals to create thirty-three competitive seats (out of a total of 100) and twenty-four seats with Hispanic populations of 30 percent or more. After being approved by the CRC with some Republican dissents, the plan was rejected by the Colorado Supreme Court, which must sign-off on the CRC’s plans before they can be implemented. By attempting to draw more competitive maps — a criterion that the CRC is not obligated to consider – the CRC’s maps undermined its charge of producing districts that keep communities of interest intact. The CRC’s second set maps, which were widely viewed as favoring the Democrats, were upheld by the Colorado Supreme Court.

    Idaho

    While partisan considerations have loomed large in the reapportionment and redistricting processes in Arizona and Colorado, in Republican-dominated Idaho the main points of contention have been spatial. Indeed, because of the difficulty of satisfying a constitutional requirement limiting county splits and a state law constraining how geographic areas can be combined, the Idaho’s Citizen Commission for Reapportionment (ICCR) failed to reach an agreement before its constitutionally imposed deadline. After sorting through a number of legal and constitutional questions, a second set of commissioners were impaneled and completed their work in less than three weeks. Given Idaho’s partisan composition, the final maps are a regional anomaly as they benefit the GOP while being somewhat more urban oriented. This was accomplished by moving rural Republican voters into urban Democratic state legislative districts and adjusting the lines of Idaho’s 1st House district to shed roughly 50,000 citizens. At the same time, because of Idaho’s strict constraints on how cities and counties can be divided, the map for the state legislature paired a number of incumbents in the same district and one district contains the residences of five incumbents, setting up a number of competitive primary elections.

    While growth patterns and demographic and partisan change in Nevada between 2000 and 2010 insured a redistricting process that would favor Democrats, Nevada Republicans sought to delay this inevitability as long as possible. The state’s Republican governor, Brian Sandoval, vetoed two sets of maps passed by the Democratic controlled legislature and Sandoval refused to call a special session to complete redistricting. Instead, he and his party hoped for a better outcome in state court. Despite drawing a supervising judge who was the son of a former Republican Governor, Nevada Republicans fared no better in state court. Ultimately, the process was turned over to three special masters who rejected Nevada Republicans’ claim that section 2 of the Voting Rights Act required a majority Hispanic U.S. House district.[ix] As a consequence, two of Nevada’s U.S. House seats favor Democrats, one is safely Republican, and the fourth is a swing district. In the Nevada legislature the representation of urban interests will increase as parts of or all of forty-seven of the sixty-three seats in the Nevada legislature are now located in the Democratic stronghold of Clark County. 

    New Mexico

    The 2011 process in New Mexico has essentially been a rerun of the gridlock that engulfed the state’s 2001 redistricting debate. Once again, the Democrats sought to use their control over both chambers of the New Mexico legislature to preserve their majorities and draw the boundaries for the state’s three U.S. House seats in manner favorable to the party. However, because of bickering among Democrats the legislature failed to approve its map for the state’s three U.S. House seats prior to the end of the special session and the plans for the state legislature that were passed on party line votes were vetoed by Republican governor Susana Martinez. Thus, once again, New Mexico’s divided state government coupled with the state’s history of litigating redistricting plans (in 2001 map drawing and court battles cost the state roughly $3.5 million) means that redistricting will be completed in state court. While the Republicans may be able to gain some concessions through the courts, New Mexico is the most Democratic state in the Mountain West and, as noted above, the state’s growth during the prior decade was concentrated in heavily Democratic Albuquerque and its suburbs. Thus, as in 2001, the likely outcome in New Mexico is a redistricting plan that will be favorable to the Democrats and weaken the influence of rural interests.

    Utah

    Utah is the only state in the region where conditions exist (e.g., unified partisan control in a non-commission state) for the implementation of a partisan gerrymander. However, to accomplish this end required the slicing and dicing of communities and municipalities particularly those in and around the state’s urban center. Most notably, in drawing the state’s four U.S. House seats, Republicans divided the Utah’s population center (Salt Lake City County) into four districts by combining parts of the urban core with rural counties - a plan that, not coincidentally, cracks the only part of the state where Democrats are able to compete. Similarly, maps for state legislative districts increase the number of seats that favor the GOP and, in many instances, protect incumbents from potential primary challengers by dividing communities into multiple districts. Democrats in Utah are so depleted that they were unable to get the Republicans to even agree to include recognition and protection of minority communities of interest to in Utah’s redistricting guidelines. Thus, despite constituting nearly 20 percent of the state’s population, minorities received no consideration in Utah’s 2011 redistricting.

    Implications and Conclusions

    Reapportionment and redistricting are often regarded as the most political activities in the United States; an expectation that is certainly being realized across the Mountain West. In the swing states where legislators draw the maps (for example, Colorado, Nevada, and New Mexico) but where state government is divided, partisan considerations loomed large, causing all of these states to conclude all or parts of their redistricting processes in the courts. The conflicts between Arizona’s preclearance requirement and the AIRC’s commitment to drawing competitive districts have partisan consequences as well. In one-party Idaho and Utah, the politics of space were at issue.  Geographic constraints on district boundaries imposed through statute and the Idaho constitution ensured that more rural seats were preserved and that the growing influence of urban interests will be checked. In Utah, Republicans moved in the opposite direction by carving up the very communities from which they are elected in order to implement a partisan gerrymander. 

    Another school of thought, however, argues that the most typical redistricting outcome is not partisan gain or loss, but an uncertainty that shakes up the state political environment and facilitates political renewal. In the case of the Mountain West, there is evidence to support that claim as well. The biggest source of uncertainty will continue to be growth. While the economic downturn has slowed migration to the region, the Mountain West states remain poised to keep expanding in a manner that will further concentrate and diversify their populations. A second source of uncertainty is the region’s large number of nonpartisans. While redistricting is often framed as a zero-sum game played between Democrats and Republicans, the electoral hopes for either party hinges on its ability to attract the support of the region’s expanding nonpartisan demographic.[x] 

    At the state level, with the exception of Idaho, the most significant consequence will be a reduction in rural influence. The combination of term limits in Arizona, Nevada, and Colorado, small legislative chambers, and fast growing urban populations will continue to decrease the number of entrenched rural legislators and the number of stand-alone rural districts. Consequently, urban interests should be positioned to align state policy with demographic reality. The void created by the demise of rural legislators will be filled by minorities, particularly Hispanics. To date, the increased political activism of Hispanic communities across the region has primarily benefited Democrats; helped in no small part by the hard-line rhetoric and policies championed by some Mountain West Republicans.[xi] More generally, depending on growth patterns, by 2020 Nevada and perhaps Arizona may join New Mexico as states with majority-minority populations. Thus, with or without Section 2 of the Voting Rights Act, minority legislators, primarily Hispanics, will increase their ranks significantly. The only question is whether all of these politicians will be taking office with a “D” next to their names or whether some will be elected as Republicans.  

    Nationally, the impact of reapportionment and redistricting is mixed. Certainly, the addition of three U.S. House seats after the 2010 census will give more voice to regional issues in Washington D.C. At the same time, because the Mountain West’s House delegation will continue to be split along partisan lines and many of the region’s competitive House seats will rotate between the parties throughout the decade, it may be difficult for any but the safest Mountain West representatives to accrue the requisite seniority to become players in the House. Also, because of pending retirements in Arizona and New Mexico, a successful 2010 primary challenge in Utah, and a resignation in Nevada, the region’s influence in the U.S. Senate is likely to decline in the near term. Indeed, after the 2012 election the only senators from the region who will have served more than one term will be Nevada’s Harry Reid, Arizona’s John McCain, Idaho’s Mike Crapo, and Utah’s Orrin Hatch (presuming a successful 2012 reelection).

    Thus, the arena where the region is likely to garner the most attention is in the coming decade’s three presidential elections. Colorado, Nevada, and New Mexico were all battleground states in 2004 and 2008, with Republican George W. Bush narrowly winning all three in 2004 and Democrat Barack Obama flipping them blue in 2008 by wider margins. Obviously, Idaho and Utah will remain out of reach for the Democrats in statewide contests for some time.  However, Arizona is likely to become the region’s fourth swing state in the near future. Thus, continued investment in Arizona and throughout the region will allow the Democrats to further expand the number of Mountain West states in play while forcing the GOP to spend resources to defend turf that it once could safely call its own.

    Endnotes
    [i] U.S. Census Bureau, “State and County Quick Facts,” August 2011 (http://quickfacts.census.gov/qfd/index.html ).

    [ii] U.S. Census, “American Fact Finder,” August 2011 (http://factfinder2.census.gov/faces/nav/jsf/pages/index.xhtml ).

    [iii] U.S. Census Bureau, “State and County Quick Facts,” August 2011 (http://quickfacts.census.gov/qfd/index.html ).

    [iv] Despite close elections in Colorado and Nevada, none of the region’s U.S. Senate seats changed parties in 2010.

    [v] The Arizona Independent Redistricting Commission (AIRC) consists of five appointed members: four partisans chosen by the party leaders of each legislative chamber and a nonpartisan who is chosen by the other four members and serves as chair. The Colorado Redistricting Commission (CRC), which oversees redistricting for state legislative districts, consists of 11 members: four of whom are picked by the party leaders of the General Assembly; three who are selected by the governor; and four who are chosen by the Chief Justice of the Colorado Supreme Court. The Idaho Citizen Commission for Reapportionment (ICCR) consists of six members, four of whom are chosen by party leaders of the Idaho Legislature and one member chosen by each of the state chairs for the Democratic and Republican parties.  

    [vi] Excluding Nebraska (because of its unicameral structure), the average size of the lower and upper houses of the other 49 state legislatures are 110 and 39.22 respectively. Only the 42-member New Mexico Senate exceeds the national average chamber size. The largest lower house in the region, Utah’s 75-seat House of Representatives, is 35 seats below the national average. 

    [vii] Legislative size, however, is not immutable. To increase the size of the legislatures in Colorado, Idaho, and New Mexico would require amending those states’ constitutions. The lower chamber of the Utah legislature could be expanded as it is presently below its constitutional cap. Arizona and Nevada set the sizes of their legislatures by statute.

    [viii] In this regard, redistricting outcomes in Arizona are similar to those in another Section 2 region, the South. In both instances, the provisions of the Voting Rights Act have the perverse effect of increasing symbolic representation for minority groups while decreasing the number of legislators who may be receptive to minority interests. See, Kevin A. Hill, “Congressional Redistricting: Does the Creation of Majority Black Districts Aid Republicans?” Journal of Politics (May 1995): 384–401, and David Lublin, The Paradox of Representation: Racial Gerrymandering and Minority Interests in Congress (Princeton University Press, 1999).

    [ix] Governor Sandoval and Republicans in the legislature claimed that Section 2 of the Voting Rights Act requires the use of race as the basis for drawing a Hispanic U.S. House seat — a position clearly at odds with the holding in Shaw v. Reno (509 U.S. 630, 1993), which allows race to be taken into consideration but does not allow it to be the predominant factor. Democrats and many Hispanic activists countered that packing Hispanics into a single House district would marginalize their influence in Nevada’s other three U.S. House districts and because white voters in Nevada do not vote as a block as evidenced by the fact that Hispanic candidates won eight state legislative seats, the attorney generalship, and the governorship in 2010 without such accommodations, race-based redistricting in Nevada is unnecessary

    [x] At the time of the 2010 election, nonpartisan registrants constituted over 30 percent of Arizona voters, 26 percent of the Colorado electorate, and around 15 percent of voters in Nevada and New Mexico (Idaho and Utah do not report partisan registration figures)

    [xi] For example, Arizona’s 2010 Support Our Law Enforcement and Safe Neighborhoods Act (SB 1070) and Utah’s 2011 Utah Illegal Immigration Enforcement Act (HB497). 

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    Image Source: © Adam Hunger / Reuters
          
     
     




    density

    At the Corner of Future and Main: The Benefits of High Density, Center City Development

    This keynote presentation by Bruce Katz at City Hall in Seattle describes how a vibrant center city stimulates a region's economy. The presentation also assesses how Seattle is faring on this front and what steps the city should take as it looks to the future.

    The metro program hosts and participates in a variety of public forums. To view a complete list of these events, please visit the metro program's Speeches and Events page which provides copies of major speeches, powerpoint presentations, event transcripts, and event summaries.

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    Authors

    Publication: Center City Seattle Open House
         
     
     




    density

    Amazing photos of high-density housing in Hong Kong

    This is how you pack'em and stack'em.




    density

    Our urban problems aren't caused by restrictions on density, but by inequality

    We have gone beyond gentrification and are now talking about Pikketyfication, aristocratization and plutocratification.




    density

    It's wood. It's Passive House. It's the "Goldilocks density."

    Boston is getting a "CLT Cellular Passive House Demonstration Project" that pushes every TreeHugger button.




    density

    More on the Trick or Treat Test: Calculating the "Candy Density."

    Planner Paul Knight shows how to do the math and figure out where to go for maximum candy




    density

    Why building density matters as much as building efficiency

    We'll always have Paris.