Results 111 to 120 of about 3,527,371 (263)
In this paper we apply the Riemann–Liouville, Erdelyi–Kober and Caputo fractional operators to the modified beta, modified Gauss hypergeometric and modified confluent hypergeometric functions in which the generalized M-series are included in their ...
Enes Ata +4 more
doaj +1 more source
Non‐Central Wishart Random Matrices in Structural Dynamics: A Modal‐Basis Approach
ABSTRACT This article develops a non‐parametric stochastic computational model for linear structural dynamics based on a reduced non‐central Wishart (NCW) random matrix formulation. The objective is to represent uncertainty in the mass and stiffness matrices while preserving the matrix properties required for modal and frequency‐domain analysis ...
Alan Das Mannoosseril +2 more
wiley +1 more source
On some generalized multiple hypergeometric functions of matrix arguments
Upadhyaya, Lalit Mohan; Dhami, H.S.. (2002). On some generalized multiple hypergeometric functions of matrix arguments.
Dhami, H.S., Upadhyaya, Lalit Mohan
core
Investigation of the generalized trigonometric and hyperbolic functions containing two parameters has been a very active research area over the last decade.
Dmitrii Karp, Elena Prilepkina
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An identity for simplifying certain generalized hypergeometric functions
In this paper, an identity is proved in which certain generalized hypergeometric functions N P F N Q +
Thomas J. Osler
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Two-Sided Inequalities for Generalized Hypergeometric Function
We find two-sided inequalities for the generalized hypergeometric function with positive parameters restricted by certain additional conditions. Inequalities are derived as corollaries of a theorem asserting the monotony of the quotient of two ...
Sitnik, S. M, Karp, D
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$L$-function of CM elliptic curves and generalized hypergeometric functions [PDF]
In this paper, we express special values of the $L$-functions of certain CM elliptic curves which are related to Fermat curves in terms of the special values of generalized hypergeometric functions by comparing Bloch's element with Ross's element in the ...
Nemoto, Yusuke
core
A sequence of n trials from a finite population with no replacement is described by the hypergeometric distribution as the number of successes. Calculating the likelihood that factory-produced items would be defective is one of the most popular uses of ...
Tariq Al-Hawary +2 more
doaj +1 more source
Generalized Bernstein functions
A class of functions called generalized Bernstein functions is studied. The fundamental properties of this class are given and its relation to generalized Stieltjes functions via the Laplace transform is investigated.
Pedersen, Henrik L., Koumandos, Stamatis
core
On Summations of Generalized Hypergeometric Functions with Integral Parameter Differences
In this paper, we present an extension of the Karlsson–Minton summation formula for a generalized hypergeometric function with integral parameter differences.
Kirill Bakhtin, Elena Prilepkina
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