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Also J. L. Raabe (1801–1859) [3] studied the Bernoulli polynomials, he found two important formulas and introduced this term (J. L. Raabe, 1851). The Bernoulli and Euler polynomials were later systematically studied by N.Nörlund [4]. The Bernoulli numbers have wide applications in computer technology [5], combinatorial analysis [6,7] and in numerical analysis [8]. Gould [9] remarks that many sums involving binomial coefficients greatly benefit from the use of Bernoulli numbers. There is a number of papers about ∗olga_a_sh@mail.ru c ⃝ Siberian Federal University. All rights reserved

Multidimensional Analog of the Bernoulli Polynomials and its Properties