Cubic sums of the Gaussian q-binomial coefficients with certain weight functions will be evaluated in this paper. To realize this, we will derive two remarkable formulae by means of the Carlitz-Sears transformation on terminating well-poised q-series. As consequences, several summation formulae on Fibonomial coefficients are presented by specializing the value of base q in our q-series identities
Some Gaussian q-binomial sum identities from KAO are further generalized, introducing two additional...
We introduce and compute some Gaussian q-binomial sums formul ae. In order to prove these sums, our ...
We give a systematic approach to compute certain sums of squares of Fibonomial coefficients with fin...
In this paper we evaluate quadratic sums of Gaussian q-binomial coefficients with two additional par...
WOS: 000471249600021In this paper, we shall derive formulae for partial sums of the Gaussian q-binom...
Sums of products of two Gaussian q-binomial coefficients, are investigated, one of which includes tw...
We present some new kinds of sums of squares of Fibonomial coefficients with finite products of gene...
Triple product sums on the generalized Fibonomial and Lucanomial coefficients are evaluated in close...
Abstract We present three new sets of weighted partial sums of the Gaussian q-binomial coefficients....
WOS: 000301899300004In this paper, we consider some generalized Fibonomial sums formulae and then pr...
WOS: 000432900500004Recently Marques and Trojovsky [On some new identities for the Fibonomial coeffi...
Recently Marques and Trojovsky [On some new identities for the Fibonomial coefficients, Math. Slovac...
We consider sums of the Gaussian q-binomial coefficients with a parametric rational weight function....
Sums of products of two Gaussian q-binomial coefficients with a parametric rational weight function ...
The -analogue of Dixon's identity involves three -binomial coefficients as summands. We find many va...
Some Gaussian q-binomial sum identities from KAO are further generalized, introducing two additional...
We introduce and compute some Gaussian q-binomial sums formul ae. In order to prove these sums, our ...
We give a systematic approach to compute certain sums of squares of Fibonomial coefficients with fin...
In this paper we evaluate quadratic sums of Gaussian q-binomial coefficients with two additional par...
WOS: 000471249600021In this paper, we shall derive formulae for partial sums of the Gaussian q-binom...
Sums of products of two Gaussian q-binomial coefficients, are investigated, one of which includes tw...
We present some new kinds of sums of squares of Fibonomial coefficients with finite products of gene...
Triple product sums on the generalized Fibonomial and Lucanomial coefficients are evaluated in close...
Abstract We present three new sets of weighted partial sums of the Gaussian q-binomial coefficients....
WOS: 000301899300004In this paper, we consider some generalized Fibonomial sums formulae and then pr...
WOS: 000432900500004Recently Marques and Trojovsky [On some new identities for the Fibonomial coeffi...
Recently Marques and Trojovsky [On some new identities for the Fibonomial coefficients, Math. Slovac...
We consider sums of the Gaussian q-binomial coefficients with a parametric rational weight function....
Sums of products of two Gaussian q-binomial coefficients with a parametric rational weight function ...
The -analogue of Dixon's identity involves three -binomial coefficients as summands. We find many va...
Some Gaussian q-binomial sum identities from KAO are further generalized, introducing two additional...
We introduce and compute some Gaussian q-binomial sums formul ae. In order to prove these sums, our ...
We give a systematic approach to compute certain sums of squares of Fibonomial coefficients with fin...