AbstractWe pose the question of what is the best generalization of the factorial and the binomial coefficient. We give several examples, derive their combinatorial properties, and demonstrate their interrelationships
AbstractWe give a combinatorial proof that the coefficient of zAB in a certain rational function is ...
From the beginning of 20th century, generalization of binomial coefficient has been deliberated broa...
AbstractWe show how to extend the domain of thee binomial coefficients (rn) so that n and r may take...
AbstractWe pose the question of what is the best generalization of the factorial and the binomial co...
YÖK Tez ID: 418434Bu tez dört bölümden oluşmaktadır. Birinci bölümde tezin amacı ve kaynak özetleri ...
AbstractThe problem of proving a particular binomial identity is taken as an opportunity to discuss ...
The primary goal of this paper is to achieve a simple generalization on binomial coefficients for al...
AbstractAn alternative is given to Hilton and Pedersen's method of defining binomial coefficients (r...
This paper presents binomial and factorial theorems on the binomial coefficients in combinatorial ge...
This paper presents binomial and factorial theorems on the binomial coefficients in combinatorial ge...
AbstractWe present several elementary theorems, observations and questions related to the theme of c...
This Paper present a factorial theorem using the binomial coefficients. This idea will help to resea...
Let S ⊆ Z. The generalized factorial function for S, denoted n!S, is introduced in accordance with t...
AbstractThe nth order difference [Δhn(x)m,g]x=a, where Δh is the difference operator with increment ...
The well known binomial coefficient is the building block of Pascal’s triangle. We explore the relat...
AbstractWe give a combinatorial proof that the coefficient of zAB in a certain rational function is ...
From the beginning of 20th century, generalization of binomial coefficient has been deliberated broa...
AbstractWe show how to extend the domain of thee binomial coefficients (rn) so that n and r may take...
AbstractWe pose the question of what is the best generalization of the factorial and the binomial co...
YÖK Tez ID: 418434Bu tez dört bölümden oluşmaktadır. Birinci bölümde tezin amacı ve kaynak özetleri ...
AbstractThe problem of proving a particular binomial identity is taken as an opportunity to discuss ...
The primary goal of this paper is to achieve a simple generalization on binomial coefficients for al...
AbstractAn alternative is given to Hilton and Pedersen's method of defining binomial coefficients (r...
This paper presents binomial and factorial theorems on the binomial coefficients in combinatorial ge...
This paper presents binomial and factorial theorems on the binomial coefficients in combinatorial ge...
AbstractWe present several elementary theorems, observations and questions related to the theme of c...
This Paper present a factorial theorem using the binomial coefficients. This idea will help to resea...
Let S ⊆ Z. The generalized factorial function for S, denoted n!S, is introduced in accordance with t...
AbstractThe nth order difference [Δhn(x)m,g]x=a, where Δh is the difference operator with increment ...
The well known binomial coefficient is the building block of Pascal’s triangle. We explore the relat...
AbstractWe give a combinatorial proof that the coefficient of zAB in a certain rational function is ...
From the beginning of 20th century, generalization of binomial coefficient has been deliberated broa...
AbstractWe show how to extend the domain of thee binomial coefficients (rn) so that n and r may take...
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