4,233 research outputs found
Receipt from J. L. Keating & Co.
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Erratum: Keating et al. (2017)
No full textIn the article by Keating, X.D., Zhou, K., Liu, J., Shangguan, R., Fan, Y., and Harrison, L., “Research on Preservice Physical Education Teachers’ and Preservice Elementary Teachers’ Physical Education Identities: A Systematic Review,” in Journal of Teaching in Physical Education, 36, 2, https://doi.org/10.1123/jtpe.2016-0128, the author order was incorrectly listed. The online version of this article has been corrected.</jats:p
Residence of Phillip Keating in Highland Park
No full textPhotograph of the Keating residence, Highland Park.Date obtained from stamp box. Recto: [imprinted] Residence of Phillip Keating in Highland Park, Dallas, Texas. Verso: [imprinted] L. J. Higginbotham Photo. Adv. Co., Dallas
Combined Geophysical Measurements Provide Evidence for Unfrozen Water in Permafrost in the Adventdalen Valley in Svalbard
No full textQuantifying the unfrozen water content of permafrost is critical for assessing impacts of surface warming on the reactivation of groundwater flow and release of greenhouse gasses from degrading permafrost. Unfrozen water content was determined along an ~12-km transect in the Adventdalen valley in Svalbard, an area with continuous permafrost, using surface nuclear magnetic resonance and controlled source audio-magnetotelluric data. This combination of measurements allowed for differentiation of saline from fresh pore water, and frozen from unfrozen pore water. Above the limit of Holocene marine transgression, no unfrozen water was detected, associated with high electrical resistivity. Below the marine limit, within several kilometers of the coast, up to ~10% unfrozen water content was detected, associated with low resistivity values indicating saline pore water. These results provide evidence for unfrozen water within continuous, thick permafrost in coastal settings, which has implications for groundwater flow and greenhouse gas release in similar Arctic environments.Peer reviewe
Policy Convergence, Transfer and Learning in the UK under Devolution
Get PDFThis paper explores the policy transfer and learning process within the UK since 1999, examining the conditions in which transfer takes place among central and devolved governments. We distinguish among concurrent policies, policy competition, coercive transfer and policy learning. Policy transfer can be more or less coercive and constrained, while policy learning is voluntary. Mechanisms for transfer include financial instruments, political parties, the civil service and policy communities. Transfer can take place from centre to periphery, from periphery to centre and across the periphery. There is also transfer at the European and international levels. As it is England that has tended to break with older policies, notably on public service provision, the pressure has been to follow its lead, with the devolved administrations resisting or conforming. The UK government has paid much less attention to possible learning from the devolved territories and sometimes has sought to insulate England from debates there, especially where politically sensitive matters or large resources are at stake. Learning among the devolved territories is only now really beginning
Two-point correlation function for Dirichlet L-functions
No full textThe two-point correlation function for the zeros of Dirichlet L-functions at a height E on the critical line is calculated heuristically using a generalization of the Hardy-Littlewood conjecture for pairs of primes in arithmetic progression. The result matches the conjectured random-matrix form in the limit as E → ∞ and, importantly, includes finite-E corrections. These finite-E corrections differ from those in the case of the Riemann zeta-function, obtained in Bogomolny and Keating (1996 Phys. Rev. Lett. 77 1472), by certain finite products of primes which divide the modulus of the primitive character used to construct the L-function in question.</p
CONJECTURES FOR THE INTEGRAL MOMENTS AND RATIOS OF L–FUNCTIONS OVER FUNCTION FIELDS
No full textWe extend to the function field setting the heuristic previously developed, by Conrey, Farmer, Keating, Rubinstein and Snaith, for the integral moments and ratios of L-functions defined over number fields. Specifically, we give a heuristic for the moments and ratios of a family of L-functions associated with hyperelliptic curves of genus g over a fixed finite field Fq in the limit as g→ ∞ Like in the number field case, there is a striking resemblance to the corresponding formulae for the characteristic polynomials of random matrices. As an application, we calculate the one-level density for the zeros of these L-functions.</p
MARK KEATING, U GENETIC RESEARCHER, NAMED HOLDER OF L. GEORGE VEASY CHAIR IN PEDIATRIC CARDIOLOGY
No full textMark T. Keating, M.D., professor of internal medicine at the University of Utah School of Medicine, has been named the first holder of the L. George Veasy Presidential Endowed Chair in Pediatric Cardiology. The U scientist also is an associate professor of human genetics and an investigator at the Howard Hughes Medical Institute
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The Glannon guide to sales ::learning sales through multiple-choice questions and analysis /
No full text"A powerful combination of well-written explanations, multiple-choice questions, analysis, and exam-taking tips, the fifth edition... prepares you to answer any type of exam question that might appear in a sales course or on a bar exam. Honing your understanding of concepts and your ability to apply the rules, Scott J. Burnham and Daniel Keating present a thoughtful review of course content--and, in the process, show you how to effectively analyze and answer exam questions."-
Notes on Recent Cases
Get PDFNotes on recent cases by L. A. O\u27Connor, Norman J. Hartzer, Joseph P. Guadnola, T. J. O\u27Neil, Kenneth Konop, and James E. Keating
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