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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 article, a model for the response of a marsh shoreline to local relative sea-level rise is presented based on geomorphic history of a fringing salt marsh in Rehoboth Bay, Delaware.
Abstract: The evolution of a fringing salt marsh is influenced by the interaction of many factors, including relative sea-level rise, marsh aggradation, nearshore sedimentation, wave climate, and tidal range. Rising relative sea levels generally cause the marsh/upland border to transgress the uplands, thereby potentially increasing the areal extent of a marsh. In contrast, the marsh shoreline may either retreat or prograde in response to the interaction between marsh and lagoonal processes. Consequently, the direction and rate of marsh shoreline movement are critical factors in governing the areal extent of a marsh. Therefore, based on the geomorphic history of a fringing salt marsh in Rehoboth Bay, Delaware, a model for the response of a marsh shoreline is presented. Depending upon the relative rates of marsh and lagoonal processes, a marsh shoreline can either (1) retreat by erosion, (2) prograde, or (3) drown in response to local relative sea-level rise. Specifically, if the rate of marsh aggradation is equal to or greater than the rate of relative sea-level rise (RSLR), then the marsh shoreline either progrades or erodes if the nearshore sedimentation rate is greater than or less than the rate of RSLR, respectively. If the marsh aggradation rate is less than the rate of RSLR, then the marsh drowns.

64 citations

Journal ArticleDOI
TL;DR: This paper derived the joint distribution of concomitants of two generalized order statistics and obtained their product moments for the Farlie-Gumbel-Morgenstern bivariate distribution.

64 citations

Journal ArticleDOI
TL;DR: Using two different measures of child health, it is found that having an unhealthy child decreases the mother’s likelihood of being married and increases her chance of living in an extended family.
Abstract: The purpose of this paper is to provide evidence on the effect of child health on marital stability and family structure in an economic framework. We use the 1988 National Health Interview Survey's Child Health Supplement, with a sample of about 9,000 families, to test whether having an unhealthy child decreases the mother's chance of being married and whether it increases her chance of living in an extended family. Using two different measures of child health, we find that having an unhealthy child decreases the mother's likelihood of being married. Our results imply that children in poor health are more likely to face obstacles beyond their illness because they also are more likely to suffer the consequences of poverty and the poor schooling outcomes that result from being raised in a female-headed household. The only mitigating factor is that unhealthy white children are more likely than their healthy counterparts to be living in an extended family.

63 citations

Journal ArticleDOI
TL;DR: In this paper, a combinatorial construction is used to analyze the properties of polyhedral products and generalized moment-angle complexes with respect to certain operations on CW pairs including exponentiation, which allows for the construction of infinite families of toric manifolds, associated to a given one.
Abstract: A combinatorial construction is used to analyze the properties of polyhedral products and generalized moment-angle complexes with respect to certain operations on CW pairs including exponentiation. This allows for the construction of infinite families of toric manifolds, associated to a given one, in a way which simplifies the combinatorial input and consequently, the presentation of the cohomology rings. The new input is the interaction of a purely combinatorial construction with natural associated geometric constructions related to polyhedral products and toric manifolds. Applications of the methods and results developed here have appeared in literature.

63 citations

Journal ArticleDOI
TL;DR: In this article, the authors investigated the factor structure of the Reynolds Intellectual Assessment Scales (RI a S) using rigorous exploratory factor analytic and factor extraction procedures and concluded that the RI a S is a single factor test.
Abstract: This study investigated the factor structure of the Reynolds Intellectual a ssessment Scales (RI a S) using rigorous exploratory factor analytic and factor extraction procedures. The results of this study indicate that the RI a S is a single factor test. Despite these results, higher order factor analysis using the Schmid–Leiman procedure indicates that all subtests are aligned with their theoretically consistent factors. a ll analyses in this study, including the minimum average partial test, parallel analysis, the Schmid–Leiman procedure, as well as principal factors with orthogonal and oblique rotation, support interpretation at the composite intelligence index level and suggest caution when moving to interpretation at the verbal and nonverbal index levels. The memory subtests should continue to be separated from the main IQ battery because of poor g-loadings and contribution to cross loadings of the intelligence subtests. Interpretation at the subtest level should be eschewed.

63 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