AbstractA consideration of odd and even terms of hypergeometric series of higher order leads to new summation formulae with arguments 1 and −1
AbstractUsing a simple method, numerous summation formulas for hypergeometric and basic hypergeometr...
In an earlier paper the author has established two theorems on generalized hypergeometric functions....
AbstractZeilberger's algorithm which finds holonomic recurrence equations for definite sums of hyper...
AbstractA consideration of odd and even terms of hypergeometric series of higher order leads to new ...
AbstractThe elementary manipulation of series is applied to obtain a quite general transformation in...
AbstractThe existing list of reducible cases of double hypergeometric functions is supplemented by t...
Abstract. The aim of this paper is to provide two interesting sum-mation formulae with the argument ...
AbstractSummations over the positive integers n of the generalized hypergeometric expressions (±1)np...
AbstractA general result involving the generalized hypergeometric function is deduced by the element...
AbstractWe derive summation formulas for generalized hypergeometric series of unit argument, one of ...
We deduce an explicit representation for the coefficients in a finite expansion of a certain class o...
AbstractThe elementary manipulation of series together with summations of Gauss, Saalschutz and Dixo...
AbstractThe possibility of extending to generalized hypergeometric functions a sum rule for confluen...
AbstractA transformation formula is given for the generalized hypergeometric function in series of s...
AbstractApplying the principle of decomposition of a power series into an odd and an even part to a ...
AbstractUsing a simple method, numerous summation formulas for hypergeometric and basic hypergeometr...
In an earlier paper the author has established two theorems on generalized hypergeometric functions....
AbstractZeilberger's algorithm which finds holonomic recurrence equations for definite sums of hyper...
AbstractA consideration of odd and even terms of hypergeometric series of higher order leads to new ...
AbstractThe elementary manipulation of series is applied to obtain a quite general transformation in...
AbstractThe existing list of reducible cases of double hypergeometric functions is supplemented by t...
Abstract. The aim of this paper is to provide two interesting sum-mation formulae with the argument ...
AbstractSummations over the positive integers n of the generalized hypergeometric expressions (±1)np...
AbstractA general result involving the generalized hypergeometric function is deduced by the element...
AbstractWe derive summation formulas for generalized hypergeometric series of unit argument, one of ...
We deduce an explicit representation for the coefficients in a finite expansion of a certain class o...
AbstractThe elementary manipulation of series together with summations of Gauss, Saalschutz and Dixo...
AbstractThe possibility of extending to generalized hypergeometric functions a sum rule for confluen...
AbstractA transformation formula is given for the generalized hypergeometric function in series of s...
AbstractApplying the principle of decomposition of a power series into an odd and an even part to a ...
AbstractUsing a simple method, numerous summation formulas for hypergeometric and basic hypergeometr...
In an earlier paper the author has established two theorems on generalized hypergeometric functions....
AbstractZeilberger's algorithm which finds holonomic recurrence equations for definite sums of hyper...
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