26 citations · 29 across the 11 of their papers we have counts for
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math.CA2020
Combinatorial properties of irreducible Laguerre polynomials in two variables
Nikolai A. Krylov
Following our earlier work, where doubly indexed and irreducible over Q two-variable Laguerre polynomials were introduced, we prove for such polynomials some recurrence formulas an…
math.CA2014
A congruence property of irreducible Laguerre polynomials in two variables
Nikolai A. Krylov, Zhangyuan Li
In this paper we introduce a version of irreducible Laguerre polynomials in two variables and prove for it a congruence property, which is similar to the one obtained by Carlitz fo…
math.CA2010★ 26 cited
Zeta(n) via hyperbolic functions
Joseph T. D'Avanzo, Nikolai A. Krylov
We present here an approach to a computation of by changing variables in the double integral using hyperbolic trig functions. We also apply this approach to present ,…