"Thirty new cases of COVID-19 (six from Delhi and 24 from Tripura) have been reported from different establishments. All of them are under the best available medical care at AIIMS-Jhajjar and G B Pant Hospital, Agartala," BSF spokesperson Shubhendu Bhardwaj said in a statement.

Texas A&M is the first US institution in the clinical trial to have federal clearance for testing on humans. Researchers hope to demonstrate that Bacillus Calmette-Guerin or BCG mitigates the effects of the novel coronavirus, allowing fewer people to be hospitalised or to die from COVID-19.

The High Court passed the interim order on Friday as a result of the blatant violation of the conditions that the court had prescribed under which liquor shops could function. These conditions included adhering to social distancing norms while also deploying additional staff to manage the crowd.

"After the moratorium, it was expected that there would be outflows."

‘Don’t sell but use dips in the market to deploy money’

Financial Analyst Jonathan Murray describes what happened on what was a roller coaster of a day on the stock market.

Snow continued into early Wednesday morning with a dusting to 1 inch around Baltimore, and higher amounts northwest of Baltimore City.

Sen. Rand Paul, R-Ky., said Sunday that he had tested positive for the disease caused by the new coronavirus, becoming the first member of the Senate to report a case of COVID-19. He said in a tweet that he was feeling fine and was in quarantine.

Part 1 Andrew Lilley, Gianluca Rinaldi, and Matthew Lilley write: You might be familiar with a recent paper by Correira, Luck, and Verner who argued that cities that enacted non-pharmaceutical interventions earlier / for longer during the Spanish Flu of 1918 had higher subsequent economic growth. The paper has had extensive media coverage – e.g. […]

On Wednesday, July 16 sometime between 2:30-3 p.m., MST, a bat landed on a visitor while she was standing in front of the Tusayan Museum, just west of the Desert View Visitors’ Center within Grand Canyon National Park. https://www.nps.gov/grca/learn/news/2-bats-positive-rabies.htm

A bat recently removed from an area along the Colorado River within Grand Canyon National Park has tested positive for rabies. https://www.nps.gov/grca/learn/news/bat-rabies-october-2014.htm

Grand Canyon National Park has received confirmation that a bat collected at Phantom Ranch on August 31, 2018 tested positive for rabies. The rabies positive bat did not come in contact with any visitors. All individuals who have had physical contact with a bat have been advised to seek medical attention and be assessed for appropriate medical treatment. https://www.nps.gov/grca/learn/news/bat-positive-for-rabies-in-grand-canyon-natl-park-09-14-2018.htm

Grand Canyon National Park has received confirmation that two bats collected along the Colorado River in the park last month tested positive for rabies. The rabies-positive bats, both Canyon Bats, were deceased at the time of collection and did not come in contact with any visitors or staff. https://www.nps.gov/grca/learn/news/bats-found-in-grand-canyon-national-park-test-positive-for-rabies-20190912.htm

BUILT in 1962 and nestled in a blue-ribbon locale, this big, brick Sandy Bay home is just a walk from anything a family might need.

A responsive layout with animated repositioning of elements. For all the latest browsers.

Increasing digitisation of society has enabled the study of collective... more

The compilation of papers in this proceedings is based on a symposium sponsored by the Insect and Diseases Working Group (D5) at the 2007 Society of American Foresters (SAF) convention in Portland, Oregon. The selection of topics parallels the research priorities of the Western Bark Beetle Research Group (WBBRG) (USDA Forest Service, Research and Development), which had been recently formed at the time of the symposium. Reflecting a unique partnership within the Forest Service, each paper was jointly prepared by a research scientist with the WBBRG and one or more entomologists with Forest Health Protection (USDA Forest Service, State and Private Forestry). Among these papers is a description of the currently elevated impacts of bark beetles in the Western United States; descriptions of the current state of knowledge of bark beetle response to vegetation management and also to climate change; discussions of the complex interactions of bark beetles and fire and of the complex ecological and socioeconomic impacts of infestations; an overview of the use of semiochemical (behavioral chemicals)-based technology for conifer protection; and a case study exemplifying efforts to assess risks posed by nonnative invasive bark beetles.

From May 24-28, 2010, an international symposium on western redcedar (Thuja plicata) and yellowcedar (Callitropsis nootkatensis [syn., Chamaecyparis nootkatensis]) was held at the University of Victoria on Vancouver Island in British Columbia, Canada. The symposium was entitled "A Tale of Two Cedars" and brought together local, regional, national, and international experts to present cultural, biological, management and economic information on the two species. Although some papers or posters focused on just one of the cedars, many of the presenters covered both species and discussed the similarities and differences between them. This proceedings includes abstracts or short papers from all of the formal presentations or posters presented at the symposium.

Scientists, land managers and policy makers discussed whether riparian (stream side) forest management and policy for state, federal and private lands in western Washington are consistent with current science. Answers were mixed: some aspects of riparian policy and management have a strong basis in current science, while other aspects may not.

These proceedings report invited presentations and contributions to the 2015 Forest Inventory and Analysis (FIA) Symposium, which was hosted by the Research and Development branch of the U.S. Forest Service.

In frequent-fire forests of the interior Western United States, historical (prefire suppression) conditions are often used as a reference to set management objectives, guide prescriptions, and monitor treatment effectiveness. We quantified the historical size, density, composition, and spatial patterns of dry mixed-conifer forests in the Blue Mountains of Oregon to establish reference conditions that could be used for ongoing forest-restoration efforts.

MADONNA said that she has tested positive for CORONAVIRUS antibodies. She went on her “QUARANTINE DIARY” series of INSTAGRAM videos and announced the positive antibody test … more

Statement Highlight: Resistant blood pressure affects 12 percent to 15 percent of people currently being treated for high blood pressure.

Research Highlights: The Vein-Chip device, a miniaturized version of a large human vein, allowed scientists to study changes in vein wall cells, blood flow and other functions that lead to deep vein thrombosis in humans. The device focused on venous ...

The association of dispositional optimism with health-related factors has been well established in several clinical populations, but little is known about the role of optimism in recovery after traumatic brain injury (TBI). Given the high prevalence of cognitive complaints after TBI, the present study examined the association between optimism and cognitive functioning after TBI.

CEDAR FALLS — A four-way quarterback competition dominated the preseason headlines for Northern Iowa last August. Walk-on redshirt freshman Will McElvain emerged as the competition’s...

AMES — Brock Purdy has rocketed to the top of the all-time best quarterbacks list at Iowa State. And he hasn’t even started his junior season. Purdy set 18 game, season and career...

Editor’s note: The Gazette sports staff has compiled lists of its top 15 favorite sports movies. Each day, a different staffer will share some insight into one of their favorites. Some of them...

11 a.m. Iowa sees 214 more positive tests for coronavirus The Iowa Department of Public Health on Saturday reported nine more deaths from COVID-19, for a total of 252 since March 8. An additional 214...

11 a.m. Iowa sees 214 more positive tests for coronavirus

The Iowa Department of Public Health on Saturday reported nine more deaths from COVID-19, for a total of 252 since March 8.

An additional 214 people tested positive for the virus, bringing the state’s total to 11,671.

A total of 71,476 Iowans have been tested for COVID-19, the department reported.

With Saturday’s new figures from the Department of Public Health, these are the top 10 counties in terms of total cases:

• Polk — 2194

• Woodbury — 1554

• Black Hawk — 1477

• Linn — 819

• Marshall — 702

• Dallas — 660

• Johnson — 549

• Muscatine — 471

• Tama — 327

• Louisa — 282.

Thanks for all the positive support and reception to my Lightroom presets so far, especially to those who pulled the trigger and became my first customers! I’d love to hear your feedback once you try them out!
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Still time to enter the giveaway or to take advantage of the 50% sale! See my last post for full details and the link in my profile. ❤️ (at Toronto, Ontario)

Een unieke dag in London met sprekers over ontwerp, innovatie en samenwerking. Vanuit verschillende oogpunten worden de onderwerpen besproken in uitdagende sessies met grote interactie met het publiek.

When Olympic gold medallist Shona McCallin was hit on the side of her head by a seemingly innocuous shoulder challenge, she suffered what was originally thought to be a concussion.

WordPress is an ideal platform for building your own portfolio, blog, or eCommerce site. It’s packed with all the basic tools you need to build a professional-looking site. Plus, it has tools that can take your web-building skills to an even higher level. Get even more impressive results or add features to a website that […]

The post Need Help Choosing the Right Plugin for Your Website? Check These Options appeared first on WebAppers.

Not many business owners think about hosting when building a new website for their business. But failing to choose the right web hosting can have a great impact on your website and, of course, your...

Adam shares a message of hope to those diagnosed with TBI and/or PTSD: Your life may be different, but you are still the driver and in control.

To prevent spammers from flooding old articles with useless comments you can set WordPress to close comments after a certain […]

We show that the complex absorbing potential (CAP) method for computing scattering resonances applies to the case of exponentially decaying potentials. That means that the eigenvalues of $-Delta + V - iepsilon x^2$, $|V(x)|leq e^{-2gamma |x|}$ converge, as $ epsilon o 0+ $, to the poles of the meromorphic continuation of $ ( -Delta + V -lambda^2 )^{-1} $ uniformly on compact subsets of $ extrm{Re},lambda>0$, $ extrm{Im},lambda>-gamma$, $arglambda > pi/8$.

We prove the following result: Let $(M,g_0)$ be a compact manifold of dimension $ngeq 12$ with positive isotropic curvature. Then $M$ is diffeomorphic to a spherical space form, or a compact quotient manifold of $mathbb{S}^{n-1} imes mathbb{R}$ by diffeomorphisms, or a connected sum of a finite number of such manifolds. This extends a recent work of Brendle, and implies a conjecture of Schoen in dimensions $ngeq 12$. The proof uses Ricci flow with surgery on compact orbifolds with isolated singularities.

In this paper we study the following set[A={p(n)+2^nd mod 1: ngeq 1}subset [0.1],] where $p$ is a polynomial with at least one irrational coefficient on non constant terms, $d$ is any real number and for $ain [0,infty)$, $a mod 1$ is the fractional part of $a$. By a Bernoulli decomposition method, we show that the closure of $A$ must have full Hausdorff dimension.

Positive geometries encode the physics of scattering amplitudes in flat space-time and the wavefunction of the universe in cosmology for a large class of models. Their unique canonical forms, providing such quantum mechanical observables, are characterised by having only logarithmic singularities along all the boundaries of the positive geometry. However, physical observables have logarithmic singularities just for a subset of theories. Thus, it becomes crucial to understand whether a similar paradigm can underlie their structure in more general cases. In this paper we start a systematic investigation of a geometric-combinatorial characterisation of differential forms with non-logarithmic singularities, focusing on projective polytopes and related meromorphic forms with multiple poles. We introduce the notions of covariant forms and covariant pairings. Covariant forms have poles only along the boundaries of the given polytope; moreover, their leading Laurent coefficients along any of the boundaries are still covariant forms on the specific boundary. Whereas meromorphic forms in covariant pairing with a polytope are associated to a specific (signed) triangulation, in which poles on spurious boundaries do not cancel completely, but their order is lowered. These meromorphic forms can be fully characterised if the polytope they are associated to is viewed as the restriction of a higher dimensional one onto a hyperplane. The canonical form of the latter can be mapped into a covariant form or a form in covariant pairing via a covariant restriction. We show how the geometry of the higher dimensional polytope determines the structure of these differential forms. Finally, we discuss how these notions are related to Jeffrey-Kirwan residues and cosmological polytopes.

We use the classical Fourier analysis to introduce analytic families of weighted differential operators on the unit sphere. These operators are polynomial functions of the usual Beltrami-Laplace operator. New inversion formulas are obtained for totally geodesic Funk transforms on the sphere and the correpsonding lambda-cosine transforms.

In cite{CC} the authors, investigating a model of population dynamics, find the following result. Let $Omegasubset mathbb{R}^N$, $Ngeq 1$, be a bounded smooth domain. The weighted eigenvalue problem $-Delta u =lambda m u $ in $Omega$ under homogeneous Dirichlet boundary conditions, where $lambda in mathbb{R}$ and $min L^infty(Omega)$, is considered. The authors prove the existence of minimizers $check m$ of the principal positive eigenvalue $lambda_1(m)$ when $m$ varies in a class $mathcal{M}$ of functions where average, maximum, and minimum values are given. A similar result is obtained in cite{CCP} when $m$ is in the class $mathcal{G}(m_0)$ of rearrangements of a fixed $m_0in L^infty(Omega)$. In our work we establish that, if $Omega$ is Steiner symmetric, then every minimizer in cite{CC,CCP} inherits the same kind of symmetry.

Given spherically symmetric characteristic initial data for the Einstein-scalar field system with a positive cosmological constant, we provide a criterion, in terms of the dimensionless size and dimensionless renormalized mass content of an annular region of the data, for the formation of a future trapped surface. This corresponds to an extension of Christodoulou's classical criterion by the inclusion of the cosmological term.

We construct a 2-equivalence $mathfrak{CohTheory}^ ext{op} simeq mathfrak{TypeSpaceFunc}$. Here $mathfrak{CohTheory}$ is the 2-category of positive theories and $mathfrak{TypeSpaceFunc}$ is the 2-category of type space functors. We give a precise definition of interpretations for positive logic, which will be the 1-cells in $mathfrak{CohTheory}$. The 2-cells are definable homomorphisms. The 2-equivalence restricts to a duality of categories, making precise the philosophy that a theory is `the same' as the collection of its type spaces (i.e. its type space functor).

In characterising those functors that arise as type space functors, we find that they are specific instances of (coherent) hyperdoctrines. This connects two different schools of thought on the logical structure of a theory.

The key ingredient, the Deligne completeness theorem, arises from topos theory, where positive theories have been studied under the name of coherent theories.

The aim of this paper is to obtain a generalized CK-extension theorem in superspace for the bi-axial Dirac operator. In the classical commuting case, this result can be written as a power series of Bessel type of certain differential operators acting on a single initial function. In the superspace setting, novel structures appear in the cases of negative even superdimensions. In these cases, the CK-extension depends on two initial functions on which two power series of differential operators act. These series are not only of Bessel type but they give rise to an additional structure in terms of Appell polynomials. This pattern also is present in the structure of the Pizzetti formula, which describes integration over the supersphere in terms of differential operators. We make this relation explicit by studying the decomposition of the generalized CK-extension into plane waves integrated over the supersphere. Moreover, these results are applied to obtain a decomposition of the Cauchy kernel in superspace into monogenic plane waves, which shall be useful for inverting the super Radon transform.

In this work we study the dynamical behavior Tonelli Lagrangian systems defined on the tangent bundle of the torus $mathbb{T}^2=mathbb{R}^2 / mathbb{Z}^2$. We prove that the Lagrangian flow restricted to a high energy level $ E_L^{-1}(c)$ (i.e $ c> c_0(L)$) has positive topological entropy if the flow satisfies the Kupka-Smale propriety in $ E_L^{-1}(c)$ (i.e, all closed orbit with energy $c$ are hyperbolic or elliptic and all heteroclinic intersections are transverse on $E_L^{-1}(c)$). The proof requires the use of well-known results in Aubry-Mather's Theory.