3 citations · 7 across the 3 of their papers we have counts for
3 papers
math.CO2008★ 1 cited
On a non-combinatorial definition of Stirling numbers
Milan Janjic
In Combinatorics Stirling numbers may be defined in several ways. One such definition is given in [1], where an extensive consideration of Stirling numbers is presented. In this pa…
math.CV2008★ 3 cited
On a Class of Polynomials with Integer Coefficients
Milan Janjic
A class P_{n,m,p}(x) of polynomials is defined. The combinatorial meaning of its coefficients is given. Chebyshev polynomials are the special cases of P_{n,m,p}(x). It is first sho…
math.CO2008★ 3 cited
An Enumerative Function
Milan Janjic
We define an enumerative function F(n,k,P,m) which is a generalization of binomial coefficients. Special cases of this function are also power function, factorials, rising factoria…