Generalized incomplete gamma functions

Applicable Analysis, 1997
Kobayashi(jour.phy.soc.japan 60(1991),1501_1512) considered a generalized Gamma function occuring in Diffraction Theory. This article considers a more general function involving Gauss hypergeometric function F(a,b;c,x) Where that reduces to when p=1 and b=c. The incomplete and the complementary incomplete functions associated with are introduced.
Fadhel Al-Musallam, S.L. Kalla
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Laplace Random Vectors, Gaussian Noise, and the Generalized Incomplete Gamma Function

2006 International Conference on Image Processing, 2006
Wavelet domain statistical modeling of images has focused on modeling the peaked heavy-tailed behavior of the marginal distribution and on modeling the dependencies between coefficients that are adjacent (in location and/or scale). In this paper we describe the extension of the Laplace marginal model to the multivariate case so that groups of wavelet ...
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A set of new three-parameter entropies in terms of a generalized incomplete Gamma function

Physica A: Statistical Mechanics and its Applications, 2013
Abstract In this paper, by considering the first three Khinchin axioms (K1–K3) and neglecting the fourth (K4), a set of new three-parameter entropies will be introduced which are expressed in terms of a generalized incomplete Gamma function as S d , c 1 , c 2 [ p ] ∝ ∑ i Γ ( d + 1 , 1 − c 1 ...
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Composition and functions of bacterial membrane vesicles

Nature Reviews Microbiology, 2023
Masanori Toyofuku +2 more
exaly

incomplete gamma function
applied mathematics
computational mathematics

gamma function
generalized incomplete gamma function
error function

mathematics
exponential integral function
bessel function