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2016, vol. 20, br. 1, str. 51-57
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Some results on the q-Beta function
(naslov ne postoji na srpskom)
Sažetak
(ne postoji na srpskom)
In this article we find some results on the q-analogue of the beta function via using the concepts of neutrix and neutrix limit.
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Reference
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Al-Sirehy, F., Fisher, B. (2013) Evaluation of the beta function. International Journal of Apllied Mathematics, 26(1):
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Al-Sirehy, F., Fisher, B. (2013) Results on the beta function and the incomplete beta function. International Journal of Applied Mathematics, Vol. 26(2), 191-201
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Al-Sirehy, F., Fisher, B. (2013) Further results on the beta function and the incomplete beta function. Applied Mathematical Sciences, 7: 3489-3495
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Ege, I. (2013) On defining the q-beta function for negative integers. Filomat, vol. 27, br. 2, str. 251-260
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Fisher, B., Kuribyashi, Y. (1987) Neutrices and the beta function. Rostock Math Kolloq, Vol. 32, 1-22
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Fisher, B. (2013) Results on the Beta function. Sarajevo Journal of Mathematics, 9(1): 101-108
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Kac, V., Cheung, P. (2002) Quantum calculus. Springer
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Özçag, E., Fisher, B. (1991) On partial derivatives of the Beta function. Rostock Math. Kolloq., 43-56; 45
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Salem, A. (2013) Generalized q-integrals via neutrices: Application to the q-beta function. Filomat, vol. 27, br. 8, str. 1473-1483
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van der Corput, J.G. (1959) Introduction to the neutrix calculus. Journal d’Analyse Mathématique, 7(1): 281-398
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