University of Wisconsin-Madison

About: University of Wisconsin-Madison is a education organization based out in Madison, Wisconsin, United States. It is known for research contribution in the topics: Population & Poison control. The organization has 108707 authors who have published 237594 publications receiving 11883575 citations.

The delta-Eddington approximation for radiative flux transfer

Abstract: This paper presents a rapid yet accurate method, the “delta-Eddington” approximation, for calculating monochromatic radiative fluxes in an absorbing-scattering atmosphere. By combining a Dirac delta function and a two-term approximation, it overcomes the poor accuracy of the Eddington approximation for highly asymmetric phase functions. The fraction of scattering into the truncated forward peak is taken proportional to the square of the phase function asymmetry factor, which distinguishes the delta-Eddington approximation from others of similar nature. Comparisons of delta-Eddington albedos, transnmissivities and absorptivities with more exact calculations reveal typical differences of 0–0.022 and maximum differences of 0.15 over wide ranges of optical depth, sun angle, surface albedo, single-scattering albedo and phase function asymmetry. Delta-Eddington fluxes are in error, on the average, by no more than 0.5%0, and at the maximum by no more than 2% of the incident flux. This computationally fa...

Official Knowledge: Democratic Education in a Conservative Age

Abstract: 1. Introduction: The Politics of Official Knowledge 2. The Politics of Common-sense: Why the Right is Winning 3. Cultural Politics and the Text 4. Regulating Official Knowledge 5. Creating the Captive Audience: Channel One and the Political Economy of the Text 6. Whose Curriculum is This Anyway? (with Susan Jungck) 7. Hey Man, I'm Good! The Art and Politics of Creating New Knowledge in Schools 8. The Politics of Pedagogy and the Building of Community Appendix Education, Power, and Personal Biography: An Interview.

Dwarf8 polymorphisms associate with variation in flowering time.

Abstract: Historically, association tests have been used extensively in medical genetics, but have had virtually no application in plant genetics. One obstacle to their application is the structured populations often found in crop plants, which may lead to nonfunctional, spurious associations. In this study, statistical methods to account for population structure were extended for use with quantitative variation and applied to our evaluation of maize flowering time. Mutagenesis and quantitative trait locus (QTL) studies suggested that the maize gene Dwarf8 might affect the quantitative variation of maize flowering time and plant height. The wheat orthologs of this gene contributed to the increased yields seen in the 'Green Revolution' varieties. We used association approaches to evaluate Dwarf8 sequence polymorphisms from 92 maize inbred lines. Population structure was estimated using a Bayesian analysis of 141 simple sequence repeat (SSR) loci. Our results indicate that a suite of polymorphisms associate with differences in flowering time, which include a deletion that may alter a key domain in the coding region. The distribution of nonsynonymous polymorphisms suggests that Dwarf8 has been a target of selection.

Combinatorial Matrix Theory

Abstract: 1. Incidence matrices 2. Matrices and graphs 3. Matrices and digraphs 4. Matrices and bigraphs 5. Combinatorial matrix algebra 6. Existence theorems for combinatorially constrained matrices 7. Some special graphs 8. The permanent 9. Latin squares.