DOIAbstract
AbstractA generalization of the Vandermonde convolution is proved for q-binomial coefficients. When specialized, it yields some well-known identities
AbstractA generalization of the Vandermonde convolution is proved for q-binomial coefficients. When specialized, it yields some well-known identities
In this paper, we give possible suggestions for a classroom les- son about an application of probabi...
AbstractMultiple qt-binomial coefficients and multiple analogues of several celebrated families of r...
Plus an approach to define a reciprocal Abstract: The Vandermonde-matrix plays a special rôle in thi...
AbstractBender's generalization of the q-binomial Vandermonde convolution is reformulated with weake...
AbstractA generalized q-binomial Vandermonde convolution of Sulanke is proved using a generalization...
A generalized Laplace expansion for the permanent function is provided. As a consequence, a multinom...
In this paper, we provide generalizations of two identities of Guo and Yang [2] for the q-binomial c...
AbstractWe introduce a q-differential operator Dxy on functions in two variables which turns out to ...
Several new transformations for q- binomial coefficients are found, which have the special feature t...
International audienceClassical binomial identities are established by giving probabilistic interpre...
AbstractSeveral convolution identities, containing many free parameters, are shown to follow in a ve...
From Kemp [1], we have a family of confluent q-Chu- Vandermonde distributions, consisted by three me...
The Vandermonde determinant plays a crucial role in the quantum Hall effect via Laughlin's wavefunct...
An approach to define a reciprocal Abstract: The Vandermonde-matrix plays a special rôle in this col...
In the present paper we introduce a generalization of the well-known Chu-Vandermonde identity. In pa...
In this paper, we give possible suggestions for a classroom les- son about an application of probabi...
AbstractMultiple qt-binomial coefficients and multiple analogues of several celebrated families of r...
Plus an approach to define a reciprocal Abstract: The Vandermonde-matrix plays a special rôle in thi...
AbstractBender's generalization of the q-binomial Vandermonde convolution is reformulated with weake...
AbstractA generalized q-binomial Vandermonde convolution of Sulanke is proved using a generalization...
A generalized Laplace expansion for the permanent function is provided. As a consequence, a multinom...
In this paper, we provide generalizations of two identities of Guo and Yang [2] for the q-binomial c...
AbstractWe introduce a q-differential operator Dxy on functions in two variables which turns out to ...
Several new transformations for q- binomial coefficients are found, which have the special feature t...
International audienceClassical binomial identities are established by giving probabilistic interpre...
AbstractSeveral convolution identities, containing many free parameters, are shown to follow in a ve...
From Kemp [1], we have a family of confluent q-Chu- Vandermonde distributions, consisted by three me...
The Vandermonde determinant plays a crucial role in the quantum Hall effect via Laughlin's wavefunct...
An approach to define a reciprocal Abstract: The Vandermonde-matrix plays a special rôle in this col...
In the present paper we introduce a generalization of the well-known Chu-Vandermonde identity. In pa...
In this paper, we give possible suggestions for a classroom les- son about an application of probabi...
AbstractMultiple qt-binomial coefficients and multiple analogues of several celebrated families of r...
Plus an approach to define a reciprocal Abstract: The Vandermonde-matrix plays a special rôle in thi...
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