Results 31 to 40 of about 220,781 (280)
Computing hypergeometric functions rigorously [PDF]
, 2016 We present an efficient implementation of hypergeometric functions in arbitrary-precision interval arithmetic. The functions ${}_0F_1$, ${}_1F_1$, ${}_2F_1$ and ${}_2F_0$ (or the Kummer $U$-function) are supported for unrestricted complex parameters and ...
Johansson, Fredrik
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Derangements and the 𝑝-adic incomplete gamma function
Transactions of the American Mathematical Society, 2022 We introduce a p p -adic analogue of the incomplete gamma function. We also introduce quantities ( m m -values) associated to a function on natural numbers and prove a new characterization of p p -adic continuity for functions with p p -integral m m -values ...
O'Desky, Andrew, Richman, David Harry
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The Clumpiness of Cold Dark Matter: Implications for the Annihilation Signal [PDF]
, 2002 We examine the expected signal from annihilation events in realistic cold dark matter halos. If the WIMP is a neutralino, with an annihilation cross-section predicted in minimal SUSY models for the lightest stable relic particle, the central cusps and ...
Bergstr m, J. E. Taylor, J. Silk
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Asymptotic Inversion of Incomplete Gamma Functions [PDF]
Mathematics of Computation, 1992 The normalized incomplete gamma functions are defined by \[ P(a,x)={1\over{\Gamma(a)}} \int_ a^ x t^{a-1} e^{-t}dt, \qquad Q(a,x)={1\over{\Gamma(a)}} \int_ x^{+\infty} t^{a-1} e^{-t} dt, \] where \(a>0\), \(x\geq 0\). The author is interested in the \(x\)-values that solves the following (equivalent) equations: \(P(a,x)=p\), \(Q(a,x)=q\), where \(a>0\)
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Investigation of charge sharing among electrode strips for a CdZnTe detector [PDF]
, 2001 We have investigated charge sharing among the anode strips of a CdZnTe (CZT) detector using a 30 micrometer collimated gamma-ray beam. We compared the laboratory measurements with the predictions from our modeling of the charge transport within the ...
Barret +6 more
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Uniform asymptotics for the incomplete gamma functions starting from negative values of the parameters [PDF]
, 1996 We consider the asymptotic behavior of the incomplete gamma functions gamma(-a,-z) and Gamma(-a,-z) as a goes to infinity. Uniform expansions are needed to describe the transition area z~a in which case error functions are used as main approximants.
Temme, Nico M.
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Revista Brasileira de Zootecnia, 2010 Modelaram-se curvas de lactação a partir de 1.340 lactações de vacas F1 dos grupos Holandês-Gir, Holandês-Guzerá, Holandês-Nelore e Holandês-azebuado com controles leiteiros realizados a cada 14 dias, provenientes de duas fazendas.
Joana Ribeiro da Glória +5 more
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Some New Results for the $\mathscr{M}$-Transform Involving the Incomplete $I$-Functions [PDF]
Sahand Communications in Mathematical AnalysisIntegral transformations are crucial for solving a variety of actual issues. The right choice of integral transforms aids in simplifying both integral and differential problems into a solution-friendly algebraic equation.
Sanjay Bhatter, Nishant -, Sunil Purohit
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Extended de Montmort-Prudnikov Sum
Mathematics, 2023 Using a contour integral method, the de Montmort-Prudnikov sum is extended to derive a new series representation involving the incomplete gamma function.
Robert Reynolds, Allan Stauffer
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, 2016 Starting from equations obeyed by functions involving the first or the second derivatives of the biconfluent Heun function, we construct two expansions of the solutions of the biconfluent Heun equation in terms of incomplete Beta functions.
Gevorgyan, M. R. +4 more
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