Bernoulli-Taylor formula in the case of Q-umbral Calculus

Details Bernoulli-Taylor formula in the case of Q-umbral Calculus Bernoulli-Taylor formula in the case of Q-umbral Calculus

2007-10-31

arxiv.org/abs/0710.5806v1

Mathematics

General Mathematics

6 pages, presented at The 8th Conference on Geometry and Topology of Manifolds, Przemysl-Lviv, 30.04.07 - 6.05.2007

Scientific paper

In this note we derive the Q-difference Bernoulli-Taylor formula with the
rest term of the Cauchy form by the Viskov's method. This is an extension of
technique by the use of Q-extented Kwasniewski's *-product . The main theorems
of Q-umbral calculus were given by G. Markowsky in 1968 and extented by
A.K.Kwasniewski.

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