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on composition of generating functions
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نویسنده
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mouloud goubi
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منبع
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caspian journal of mathematical sciences - 2020 - دوره : 9 - شماره : 2 - صفحه:256 -265
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چکیده
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In this work we study numbers and polynomials generated by two type of composition of generating functions and get their explicit formulae. furthermore we state an improvement of the composita formulae’s given in [7, 3]. using the new composita formula’s, we construct a variety of combinatorics identities. this study go alone to define new family of generalized bernoulli polynomials which include hermite-bernoulli polynomials introduced by dattoli and al [1].
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کلیدواژه
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generating function ,composition of generating functions ,composita function ,faa di bruno formula
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آدرس
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ummto university, faculty of sciences, department of mathematics, algeria. laboratory of algebra and number theory (usthb), algeria
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پست الکترونیکی
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mouloud.goubi@ummto.dz
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Authors
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