On a duality formula for certain sums of values of poly-Bernoulli polynomials and its application

(f) We also remark that the above results include a description in finite terms of all m-th powers in a linear recurring sequence of polynomials satisfying the conditions of the

Tables of multiple divided Bernoulli numbers and polynomials..

For the same reason, Hurwitz multiple zeta functions have a meromorphic continuation to C , which explain why multiple Bernoulli polynomials can be seen as the evaluation of an

The Multiple Bernoulli Polynomials/Numbers can be multiplied using the stuffle product. THANK YOU FOR YOUR

Key words: Level of a field, quadratic form, Pfister form, Pythagoras number, square classes, sums of squares, formally real fields, u-invariant, hermitian level..

Kerov polynomials are universal polynomials which express the characters of symmetric groups evaluated on cycles, in terms of quanti- ties known as the free cumulants of a

In particular, because of applications in finite (and extended finite) element methods and also for volume computation in the Natural Element Method (NEM), there has been a

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