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Institution

Rider University

EducationLawrenceville, New Jersey, United States
About: Rider University is a education organization based out in Lawrenceville, New Jersey, United States. It is known for research contribution in the topics: Dosimetry & Creativity. The organization has 881 authors who have published 1934 publications receiving 50752 citations.


Papers
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Journal ArticleDOI
TL;DR: In this paper, the authors present a corrective by accounting for contradictory data and broader social-economic trends in order to provide a corrective for information literacy and the web utilization of students in academic librarianship.

28 citations

Journal ArticleDOI
TL;DR: In this paper, a case-by-case evaluation of achievement and intelligence tests is discussed, highlighting the importance of considering the purpose of assessment, client cultural and linguistic background, as well as ethical and legal decision making, on the use and interpretation of standardized test results.
Abstract: Due to physical distancing guidelines, the closure of nonessential businesses, and the closure of public schools, the role of telehealth for the delivery of psychological services for children has never been more debated However, the transition to teleassessment is more complicated for some types of assessment than others For instance, the remote administration of achievement and intelligence tests is a relatively recent adaptation of telehealth, and despite recommendations for rapid adoption by some policymakers and publishing companies, caution and careful consideration of individual and contextual variables and the existing research literature, as well as measurement, cultural and linguistic, and legal and ethical issues, is warranted The decision to use remotely administered achievement and intelligence tests is best made on a case-by-case basis after consideration of these factors We discuss each of these issues as well as implications for practice and policy, as well as issue provisional guidance for consideration for publishing companies interested in these endeavors moving forward (PsycInfo Database Record (c) 2020 APA, all rights reserved) Impact Statement Public Significance Statement-The current review describes a number of factors that may reduce the accuracy of standardized tests, like intelligence tests, when they are given remotely Additionally, it highlights the importance of considering the purpose of assessment, client cultural and linguistic background, as well as ethical and legal decision making, on the use and interpretation of standardized test results (PsycInfo Database Record (c) 2020 APA, all rights reserved)

28 citations

Journal ArticleDOI
01 Nov 2012
TL;DR: In this paper, the cup-product structure for the cohomology ring of Z(K; (X, A)) was studied for a family of CW-pairs X, A = {(Xi, Ai)mi=1 together with an abstract simplicial complex K with m vertices.
Abstract: Davis–Januszkiewicz introduced manifolds which are now known as moment-angle manifolds over a polytope [6]. Buchstaber–Panov introduced and extensively studied moment-angle complexes defined for any abstract simplicial complex K [4]. They completely described the rational cohomology ring structure in terms of the Tor-algebra of the Stanley-Reisner algebra [4].Subsequent developments were given in work of Denham–Suciu [7] and Franz [9] which were followed by [1, 2]. Namely, given a family of based CW-pairs X, A) = {(Xi, Ai)}mi=1 together with an abstract simplicial complex K with m vertices, there is a direct extension of the Buchstaber–Panov moment-angle complex. That extension denoted Z(K;(X,A)) is known as the polyhedral product functor, terminology due to Bill Browder, and agrees with the Buchstaber–Panov moment-angle complex in the special case (X,A) = (D2, S1) [1, 2]. A decomposition theorem was proven which splits the suspension of Z(K; (X, A)) into a bouquet of spaces determined by the full sub-complexes of K.This paper is a study of the cup-product structure for the cohomology ring of Z(K; (X, A)). The new result in the current paper is that the structure of the cohomology ring is given in terms of this geometric decomposition arising from the “stable” decomposition of Z(K; (X, A)) [1, 2]. The methods here give a determination of the cohomology ring structure for many new values of the polyhedral product functor as well as retrieve many known results.Explicit computations are made for families of suspension pairs and for the cases where Xi is the cone on Ai. These results complement and extend those of Davis–Januszkiewicz [6], Buchstaber–Panov [3, 4], Panov [13], Baskakov–Buchstaber–Panov, [3], Franz, [8, 9], as well as Hochster [12]. Furthermore, under the conditions stated below (essentially the strong form of the Kunneth theorem), these theorems also apply to any cohomology theory.

28 citations

Journal ArticleDOI
TL;DR: In this article, the authors provide an overview of past research on household waste management, particularly research that pertains to recycling and to green buying, and make suggestions as to how past research might be applied toward increasing recycling behavior in communities.
Abstract: This article provides an overview of past research on household waste management, particularly research that pertains to recycling and to green buying. The authors discuss social marketing principles and make suggestions as to how past research might be applied toward increasing recycling behavior in communities. They also discuss traditional marketing strategy and tactics in the context of selling products based on pro-environmental positionings or attributes, and make suggestions of how past research on green buying can be applied to encourage green buying practices.

28 citations

Journal ArticleDOI
TL;DR: In this article, a method for the detection and removal of disturbance events in tree-ring width data to assess their spatiotemporal occurrence in a network of Scots pine (Pinus sylvestris L.) trees from Scotland is presented.
Abstract: Nonclimatic disturbance events are an integral element in the history of forests. Although the identification of the occurrence and duration of such events may help to understand environmental history and landscape change, from a dendroclimatic perspective, disturbance can obscure the climate signal in tree rings. However, existing detrending methods are unable to remove disturbance trends without affecting the retention of long-term climate trends. Here, we address this issue by using a novel method for the detection and removal of disturbance events in tree-ring width data to assess their spatiotemporal occurrence in a network of Scots pine (Pinus sylvestris L.) trees from Scotland. Disturbance trends “superimposed” on the tree-ring record are removed before detrending and the climate signals in the precorrection and postcorrection chronologies are evaluated using regional climate data, proxy system model simulations, and maximum latewood density (MXD) data. Analysis of subregional chronologies from the...

28 citations


Authors

Showing all 892 results

NameH-indexPapersCitations
James Chih-Hsin Yang12760690323
Feng Chen95213853881
Vijay Mahajan7518824381
John J. Bochanski6816639951
Victor H. Denenberg5625311517
David G. Kirsch5628413992
Greg G. Qiao5534411701
Robert Kaestner512828399
John Baer451246649
Geoffrey S. Ibbott452908663
David S Followill432717881
Mark Oldham412156107
Michael Gillin391474671
Shiva K. Das371825588
Hope Corman341333882
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Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
20233
202214
202162
202059
201962
201864