DOIAbstract
AbstractThe aim of this paper is to construct some asymptotic expansions which produce increasingly accurate approximations of the gamma function
AbstractThe aim of this paper is to construct some asymptotic expansions which produce increasingly accurate approximations of the gamma function
We present new short proofs for both Stirling\u27s formula and Stirling\u27s formula for the Gamma f...
AbstractWe examine the asymptotic behavior as n→+∞ of the coefficients Gn appearing in an asymptotic...
AbstractRecurrence relations for the coefficients in the asymptotic expansion of a gamma function ra...
AbstractSeveral sequences are derived which are related to Stirling's formula for the Gamma function...
In this survey we present our recent results on analysis of gamma function and related functions. T...
Here presented is a unified approach to Stirling numbers and their generalizations as well as genera...
In this paper we develop Windschitl’s approximation formula for the gamma function by giving two asy...
Abstract. We present a new short proof of Stirling’s formula for the Gamma function. Our approach is...
We present a new short proof of Stirling\u27s formula for the Gamma function. Our approach is based ...
AbstractThe main difficulties in the Laplace’s method of asymptotic expansions of integrals are orig...
AbstractThe aim of this paper is to improve the Ramanujan formula for approximation the gamma functi...
We present new short proofs for both Stirling\u27s formula and Stirling\u27s formula for the Gamma f...
We give an asymptotic expansion (the higher Stirling formula) and an infinite product representation...
Abstract: A series transformation idea inspired by a formula of R.W. Gosper and some asymptotic expa...
The note gives a new approximation to the Stirling expansion for n!, with an application to the comp...
We present new short proofs for both Stirling\u27s formula and Stirling\u27s formula for the Gamma f...
AbstractWe examine the asymptotic behavior as n→+∞ of the coefficients Gn appearing in an asymptotic...
AbstractRecurrence relations for the coefficients in the asymptotic expansion of a gamma function ra...
AbstractSeveral sequences are derived which are related to Stirling's formula for the Gamma function...
In this survey we present our recent results on analysis of gamma function and related functions. T...
Here presented is a unified approach to Stirling numbers and their generalizations as well as genera...
In this paper we develop Windschitl’s approximation formula for the gamma function by giving two asy...
Abstract. We present a new short proof of Stirling’s formula for the Gamma function. Our approach is...
We present a new short proof of Stirling\u27s formula for the Gamma function. Our approach is based ...
AbstractThe main difficulties in the Laplace’s method of asymptotic expansions of integrals are orig...
AbstractThe aim of this paper is to improve the Ramanujan formula for approximation the gamma functi...
We present new short proofs for both Stirling\u27s formula and Stirling\u27s formula for the Gamma f...
We give an asymptotic expansion (the higher Stirling formula) and an infinite product representation...
Abstract: A series transformation idea inspired by a formula of R.W. Gosper and some asymptotic expa...
The note gives a new approximation to the Stirling expansion for n!, with an application to the comp...
We present new short proofs for both Stirling\u27s formula and Stirling\u27s formula for the Gamma f...
AbstractWe examine the asymptotic behavior as n→+∞ of the coefficients Gn appearing in an asymptotic...
AbstractRecurrence relations for the coefficients in the asymptotic expansion of a gamma function ra...
Add to ORKG