Moscow Journal
of
Combinatorics and Number Theory
of
Combinatorics and Number Theory
Topics
Editorial board
Instructions for authors
Published volumes
Publisher
Call for papers
Subscription
Events
Authorized access
Dominique Foata (Strasbourg), Guo-Niu Han (Strasbourg)
Free access
Title: «Multivariable Tangent and Secant q-derivative Polynomials»Keywords: q-derivative polynomials, q-secant numbers, q-tangent numbers, t-permutations, t-compositions, s-compositions, tq-secant numbers, tq-tangent numbers, q-Springer numbers, alternating permutations, inversion number, inverse major index
AMS Subject Classification: 05A15, 05A30, 11B68, 33B10
Fulltext
Fulltext Preview:
Published by the Moscow Institute of Physics and Technology
With the support of Yandex and Microsoft
