Detroit, Mich. : G.S. Davis, 1891.

London : Bemrose, 1899.

London : Longmans, Green, 1868.

Paris : Société d’éditions scientifiques, 1896.

Glasgow : J. Maclehose, 1887.

Londres : Paris, 1840.

Paris : G. Steinheil, 1890.

Paris : Béchet jeune, 1838.

The Florida supreme court has ordered a statewide grand jury with a broad mandate to investigate school safety.

Florida lawmakers sent Gov. Ron DeSantis a Republican-crafted bill last week to create a new voucher program for students to attend private schools, including religious ones, using taxpayer dollars traditionally spent on public schools.

The nation's largest tax-credit scholarship program doesn't seem to have hurt the academics of students who remain in public schools, a new study shows.

When Idaho education leaders pitched social-emotional learning training for teachers, some state lawmakers compared the plan to dystopian behavior control. Some walked out of the meeting.

In a case implicating the use of schools as voting locations as well as free speech in education, the justices said Minnesota went too far.

An audit of the early-childhood education offerings in Minnesota finds complexity and fragmentation as well as a lack of data about program effectiveness.

Many state politicians and advocates used U.S. Secretary of Education Betsy DeVos' recent feedback as an opportunity to attack their states' approach to the Every Student Succeeds Act.

The court revived a lawsuit claiming that Mississippi's lack of a "uniform" education system violates the 1868 federal law that readmitted the state to the Union.

The latest approvals mean 12 of the 17 state plans submitted so far for Every Student Succeeds Act implementation have been given the federal go-ahead.

That brings the number of states with approved plans to 44, plus the District of Columbia and Puerto Rico. Still awaiting the OK: California, Florida, Nebraska, North Carolina, Oklahoma, and Utah

London (No. 32 Clipstone Street, Fitzroy Square) : Publish'd ... by S. Morgan, May 1st. 1802.

[London] (Haymarket) : Published ... for the proprietors, by T McLean, Septr. 1. 1836 ([London?] : Printed by Lahee & Co.)

[Paris], [1807]

London : [Published not identified], 1871.

London : [Published not identified], 1872.

London : [Published not identified], 1873.

London : [Published not identified], 1874.

London : [Published not identified], 1875.

London : [Published not identified], 1876.

Laurie VanderPloeg, a longtime special education administrator, will take over the office of special education programs starting in November.

Republican legislators last month replaced the state's accountability system with a new one amid debate over the powers of the governor. The state education department says it's not ESSA-compliant.

'The Comeback on Katella' was complete when Corey Perry scored the winning goal in double overtime to give the Ducks a 4-3 victory and 3-2 series lead.

Led by Hecht’s two goals and Briere’s three assists, the Sabres emerged with a 5-4 victory to claim what remains their most recent playoff series win.

The win was the first of four straight for the Flyers, culminating in a historic comeback over the Bruins.

Spanking new stadiums in Los Angeles and Las Vegas unveiled in prime time. Business as usual, and you really can't blame the NFL for that. “The release of the NFL schedule is something our fans eagerly anticipate every year, as they look forward with hope and optimism to the season ahead,” Commissioner Roger Goodell said.

The justices declined to hear the appeal of the Ferguson-Florissant district over its at-large board elections, which lower courts invalidated as violating the Voting Rights Act.

2018

Berlin : Peter Lang [2019]

Durham, [NC] : Duke University Press, 2010.

Rockville, Maryland : National Institute on Drug Abuse, 1981.

Washington, D.C. : Wynne Associates, [1974]

Ming Yu, Varun Gupta, Mladen Kolar.

Source: Electronic Journal of Statistics, Volume 14, Number 1, 413--457.

Abstract:
We study the problem of recovery of matrices that are simultaneously low rank and row and/or column sparse. Such matrices appear in recent applications in cognitive neuroscience, imaging, computer vision, macroeconomics, and genetics. We propose a GDT (Gradient Descent with hard Thresholding) algorithm to efficiently recover matrices with such structure, by minimizing a bi-convex function over a nonconvex set of constraints. We show linear convergence of the iterates obtained by GDT to a region within statistical error of an optimal solution. As an application of our method, we consider multi-task learning problems and show that the statistical error rate obtained by GDT is near optimal compared to minimax rate. Experiments demonstrate competitive performance and much faster running speed compared to existing methods, on both simulations and real data sets.

Gwenaëlle Castellan, Anthony Cousien, Viet Chi Tran.

Source: Electronic Journal of Statistics, Volume 14, Number 1, 50--81.

Abstract:
Global sensitivity analysis is a set of methods aiming at quantifying the contribution of an uncertain input parameter of the model (or combination of parameters) on the variability of the response. We consider here the estimation of the Sobol indices of order 1 which are commonly-used indicators based on a decomposition of the output’s variance. In a deterministic framework, when the same inputs always give the same outputs, these indices are usually estimated by replicated simulations of the model. In a stochastic framework, when the response given a set of input parameters is not unique due to randomness in the model, metamodels are often used to approximate the mean and dispersion of the response by deterministic functions. We propose a new non-parametric estimator without the need of defining a metamodel to estimate the Sobol indices of order 1. The estimator is based on warped wavelets and is adaptive in the regularity of the model. The convergence of the mean square error to zero, when the number of simulations of the model tend to infinity, is computed and an elbow effect is shown, depending on the regularity of the model. Applications in Epidemiology are carried to illustrate the use of non-parametric estimators.

Claudia Wehrhahn, Samuel Leonard, Abel Rodriguez, Tatiana Xifara.

Source: Electronic Journal of Statistics, Volume 14, Number 1, 1449--1478.

Abstract:
Identifying disease clusters (areas with an unusually high incidence of a particular disease) is a common problem in epidemiology and public health. We describe a Bayesian nonparametric mixture model for disease clustering that constrains clusters to be made of adjacent areal units. This is achieved by modifying the exchangeable partition probability function associated with the Ewen’s sampling distribution. We call the resulting prior the Restricted Chinese Restaurant Process, as the associated full conditional distributions resemble those associated with the standard Chinese Restaurant Process. The model is illustrated using synthetic data sets and in an application to oral cancer mortality in Germany.

Zhixin Zhou, Ping Li.

Source: Electronic Journal of Statistics, Volume 14, Number 1, 1302--1347.

Abstract:
The Chernoff coefficient is known to be an upper bound of Bayes error probability in classification problem. In this paper, we will develop a rate optimal Chernoff bound on the Bayes error probability. The new bound is not only an upper bound but also a lower bound of Bayes error probability up to a constant factor. Moreover, we will apply this result to community detection in the stochastic block models. As a clustering problem, the optimal misclassification rate of community detection problem can be characterized by our rate optimal Chernoff bound. This can be formalized by deriving a minimax error rate over certain parameter space of stochastic block models, then achieving such an error rate by a feasible algorithm employing multiple steps of EM type updates.

Emilio Porcu, Rachid Senoussi, Enner Mendoza, Moreno Bevilacqua.

Source: Electronic Journal of Statistics, Volume 14, Number 1, 890--916.

Abstract:
The paper considers reduction problems and deformation approaches for nonstationary covariance functions on the $(d-1)$-dimensional spheres, $mathbb{S}^{d-1}$, embedded in the $d$-dimensional Euclidean space. Given a covariance function $C$ on $mathbb{S}^{d-1}$, we chase a pair $(R,Psi)$, for a function $R:[-1,+1] o mathbb{R}$ and a smooth bijection $Psi$, such that $C$ can be reduced to a geodesically isotropic one: $C(mathbf{x},mathbf{y})=R(langle Psi (mathbf{x}),Psi (mathbf{y}) angle )$, with $langle cdot ,cdot angle $ denoting the dot product. The problem finds motivation in recent statistical literature devoted to the analysis of global phenomena, defined typically over the sphere of $mathbb{R}^{3}$. The application domains considered in the manuscript makes the problem mathematically challenging. We show the uniqueness of the representation in the reduction problem. Then, under some regularity assumptions, we provide an inversion formula to recover the bijection $Psi$, when it exists, for a given $C$. We also give sufficient conditions for reducibility.

Alessandro Casa, José E. Chacón, Giovanna Menardi.

Source: Electronic Journal of Statistics, Volume 14, Number 1, 835--856.

Abstract:
Density-based clustering relies on the idea of linking groups to some specific features of the probability distribution underlying the data. The reference to a true, yet unknown, population structure allows framing the clustering problem in a standard inferential setting, where the concept of ideal population clustering is defined as the partition induced by the true density function. The nonparametric formulation of this approach, known as modal clustering, draws a correspondence between the groups and the domains of attraction of the density modes. Operationally, a nonparametric density estimate is required and a proper selection of the amount of smoothing, governing the shape of the density and hence possibly the modal structure, is crucial to identify the final partition. In this work, we address the issue of density estimation for modal clustering from an asymptotic perspective. A natural and easy to interpret metric to measure the distance between density-based partitions is discussed, its asymptotic approximation explored, and employed to study the problem of bandwidth selection for nonparametric modal clustering.

Benjamin Colling, Ingrid Van Keilegom.

Source: Electronic Journal of Statistics, Volume 14, Number 1, 769--800.

Abstract:
Consider the following semiparametric transformation model $Lambda_{ heta }(Y)=m(X)+varepsilon $, where $X$ is a $d$-dimensional covariate, $Y$ is a univariate response variable and $varepsilon $ is an error term with zero mean and independent of $X$. We assume that $m$ is an unknown regression function and that ${Lambda _{ heta }: heta inTheta }$ is a parametric family of strictly increasing functions. Our goal is to develop two new estimators of the transformation parameter $ heta $. The main idea of these two estimators is to minimize, with respect to $ heta $, the $L_{2}$-distance between the transformation $Lambda _{ heta }$ and one of its fully nonparametric estimators. We consider in particular the nonparametric estimator based on the least-absolute deviation loss constructed in Colling and Van Keilegom (2019). We establish the consistency and the asymptotic normality of the two proposed estimators of $ heta $. We also carry out a simulation study to illustrate and compare the performance of our new parametric estimators to that of the profile likelihood estimator constructed in Linton et al. (2008).