Ward-Fontené Differential Universal Algebras

Published 30 Jun 2021 in math.RA and math.CO | (2107.00137v3)

Abstract: In this paper a Ward-Fonten\'e differential universal algebra is constructed. In this algebra it is possible to obtain a product $\psi$-rule and a general $\psi$-rule of Leibniz for any calculus on sequences. In particular, the simplicial polytopic calculus and the calculus on Bell numbers are introduced.

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Authors (1)

Ronald Orozco López

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