3 citations · 8 across the 4 of their papers we have counts for
4 papers
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…
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…
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…
Counting on rectangular areas
Milan Janjic
In the first section of this paper we prove a theorem for the number of columns of a rectangular area that are identical to the given one. In the next section we apply this theorem…