Results 161 to 170 of about 58,663 (206)
Analysis of a heterogeneous functionally graded material with a spherical void exposed to time-dependent ramp-type heating according to the TPL heat conduction model. [PDF]
Sci RepMegahid SF.
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Model for small-angle scattering analysis of membranes with protein-like inclusions. [PDF]
J Appl CrystallogrGommes CJ +6 more
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A note on the Hendrickson-Lattman phase probability distribution and its equivalence to the generalized von Mises distribution. [PDF]
J Appl CrystallogrBarnett MJ, Kingston RL.
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On generating functions of generalized Bessel polynomials
On generating functions of generalized Bessel polynomialsopenaire
Starlikeness of a generalized Bessel function [PDF]
Bulletin of the Belgian Mathematical Society - Simon Stevin, 2018 For a fixed $a \in \{1, 2, 3, \ldots\},$ the radius of starlikeness of positive order is obtained for each of the normalized analytic functions \begin{align*} \mathtt{f}_{a, }(z)&:= \bigg(2^{a -a+1} a^{-\frac{a(a -a+1)}{2}} (a +1) {}_a\mathtt{B}_{2a-1, a -a+1, 1}(a^{a/2} z)\bigg)^{\tfrac{1}{a -a+1}},\\ \mathtt{g}_{a, }(z)&:= 2^{a
See Keong Lee, Saiful R Mondal
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Generalized Bessel matrix functions
Georgian Mathematical Journal, 2023Abstract In this paper, we discuss the generalized Bessel matrix functions and their integral representations. Also, we derive some properties using integral transform and fractional calculus of these functions.
Farhatbanu H. Patel +2 more
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Integral Transforms and Special Functions, 2003
In this paper we consider a generalized Bessel function in the following form: [Formula: See Text] where [Formula: See Text] and for this generalization we present differential properties, integral representations, integrals and various particular cases.
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In this paper we consider a generalized Bessel function in the following form: [Formula: See Text] where [Formula: See Text] and for this generalization we present differential properties, integral representations, integrals and various particular cases.
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Generalized q-Bessel functions
Canadian Journal of Physics, 1994An algebraic setting for a natural generalization of q-Bessel functions is provided. Many properties and formulas involving these functions are obtained and discussed.
Floreanini, Roberto, Vinet, Luc
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