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This survey intends to report some of the major documents and events in the area of fractional calculus that took place since 1974 up to the present date.
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Research Interests:
During the last few decades, differential equations and systems of fractional order (that is arbitrary one, not necessarily integer) begun to play an important role in modeling of various phenomena of physical, engineering,... more
During the last few decades, differential equations and systems of fractional order (that is arbitrary one, not necessarily integer) begun to play an important role in modeling of various phenomena of physical, engineering, automatization, biological and biomedical, chemical, earth, economics, social relations, etc. nature. The so-called Special Functions of Fractional Calculus (SF of FC) provide an important tool of Fractional
Research Interests:
In this paper we continue the investigation by Kalla et al. (1991) of the family of generalized radiation integrals defined by I[a, b, p, lambda, mu alpha, beta gamma]=sigmaalpha/4pi Sigma0bxlambda(x2+p)- alpha(1-x2/b2)mu2F1 (alpha, beta,... more
In this paper we continue the investigation by Kalla et al. (1991) of the family of generalized radiation integrals defined by I[a, b, p, lambda, mu alpha, beta gamma]=sigmaalpha/4pi Sigma0bxlambda(x2+p)- alpha(1-x2/b2)mu2F1 (alpha, beta, gamma-a2/x2+p)dx, where Re(gamma) > Re(beta) > 0; -1 < lambda -1 mu > -1 p, a, b > 0; 0 < a <= b < ∞. Several
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