Results 111 to 114 of about 2,744 (114)
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Characterization of the generalized Gegenbauer polynomials
, 2015We characterize the generalized Gegenbauer polynomials, then we provide a closed form of the the generalized Gegenbauer polynomials using Bernstein basis.
Mohammad A. Alqudah
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, 2016
The fractional calculus associated with א-function has been investigated in several works. In the present sequel, we introduce an א-function of two variables to give left and right-sided generalized fractional differentiations of the product of two א ...
D. Kumar, Junesang Choi
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The fractional calculus associated with א-function has been investigated in several works. In the present sequel, we introduce an א-function of two variables to give left and right-sided generalized fractional differentiations of the product of two א ...
D. Kumar, Junesang Choi
semanticscholar +1 more source
, 2015
We present two generalized integral formulas whose integrands are M -series, Aleph-function and Chebyshev Hermite polynomials. We also apply those integrals to give a generalized solution of a partial differential equation arising from heat conduction ...
D. Kumar, J. Ram, Junesang Choi
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We present two generalized integral formulas whose integrands are M -series, Aleph-function and Chebyshev Hermite polynomials. We also apply those integrals to give a generalized solution of a partial differential equation arising from heat conduction ...
D. Kumar, J. Ram, Junesang Choi
semanticscholar +1 more source
Discretization in Noncommutative Field Theory
Geometry Integrability and Quantization, 2019A discretization scheme provided by the noncommutativity of space is reviewed. In the representation chosen here the radial coordinate is rendered discrete, allowing fields to be put on a lattice in a natural way.
C. Acatrinei
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