Geoffrey C. Collins, James W. Head, Jeffrey M. Moore, and Paul M. Schenk, LASP, University of Colorado, Box 392, Boulder, CO 80309 ([email protected]), Astronomy and Physics Dept., Wheaton College, Norton, MA 02766, Brown University, Box 1846, Providence, RI 02912, Ames Research Center, MS 245-3, Moffett Field, CA, 94035, Lunar and Planetary Institute, 3600 Bay Area Blvd, Houston, ...

We verify the Generalised Moonshine conjectures for some irrational modular functions for the Monster centralisers related to the Harada-Norton, Held, M12 and L3(3) simple groups based on certain orbifolding constraints. We find explicitly the fixing groups of the hauptmoduls arising in each case. PACS: 11.25.Hf, 02.10.De, 02.20.Bb

We argue that seemingly deep-seated partisan divisions may be built on a foundation of surprising consensus, not only in terms of the wealth distributions that people prefer (Norton & Ariely, 2011, this issue), but also in the gut-level moral reactions and beliefs about money and happiness that may underlie those preferences.

published by admin on Fri, 03/14/2014 9:08am Title Primary care and public health partnerships for implementing pre-exposure prophylaxis. Publication Type Journal Article Year of Publication 2013 Authors Norton, WE, R Larson, S, Dearing, JW Journal Am J Prev Med Volume 44 Issue 1 Suppl 2 Pagination S77-9 Date Published 2013 Jan ISSN 1873-2607

Building on the work of P.N. Norton, we give combinatorial formulae for two maximal decompositions of the identity into orthogonal idempotents in the 0-Hecke algebra of the symmetric group, CH0(SN ). This construction is compatible with the branching from SN−1 to SN .

A Physiologically-based Controller for Generating Overground Locomotion using Functional Electrical Stimulation Lisa Guevremont, Jonathan A. Norton, and Vivian K. Mushahwar Department of Biomedical Engineering, Faculty of Medicine and Dentistry, University of Alberta, Edmonton, Alberta, Canada Centre for Neuroscience, Faculty of Medicine and Dentistry, University of Alberta, Edmonton, Alberta, ...

Supertasks recently discussed in the literature purport to display a failure of energy conservation and determinism in Newtonian mechanics. We debate whether these supertasks are admissible as Newtonian systems, with Earman and Norton defending the affirmative and Alper and Bridger the negative.

A recent, widely discussed contribution to econometric practice by Ai and Norton (2003) has proposed an approach to analyzing interaction effects of variables in nonlinear models. The authors focus attention on a binary choice (logit) model, though their results are easily extended to other nonlinear models. The main result of the study applies to a model that contains an interaction term, such as