搜索结果: 1-9 共查到“应用数学 s q-analogue”相关记录9条 . 查询时间(0.046 秒)
An Overpartition Analogue of Bressoud's Theorem of Rogers-Ramanujan-Gordon Type
the Rogers-Ramanujan-Gordon theorem overpartition Bressoud's theorem
2014/6/3
For k ≥ 2 and k ≥ i ≥ 1, let Bk,i(n) denote the number of partitions of n such that part 1 appears at most i-1 times, two consecutive integers l and l+1 appear at most k-1 times and if l and l+1 appea...
A further symmetric relation on the analogue of the Apostol-Bernoulli and the analogue of the Apostol-Genocchi polynomials
Bernoulli polynomials Genocchi polynomials
2010/9/17
The main object of this paper is to investigate some relations between the analogue of the Apostol-Bernoulli and the analogue of the Apostol-Genocchi polynomials. We first establish some relations bet...
We derive a simple q-analogue of Konrad Knopp's inequality for Euler-Knopp
means, using the finite and infinite q-binomial theorems.
A Generalization of Constantin's Integral Inequality and its Discrete Analogue
Nonlinear integral inequality Discrete analogue Bound on solutions
2008/7/3
A generalization of Constantin's integral inequality and its discrete analogy are established. A discrete analogue of Okrasinsky's model for the infiltration phenomena of a fluid is also discussed to ...
An Inequality and its $q$-Analogue
Gould-Hsu inversions arlitz inversions Grüss inequality $q$-series
2008/7/2
In this paper, we establish a new inequality and its q-analogue by means of the Gould-Hsu inversions, the Carlitz inversions and the Grüss inequality.
Inequalities Related to the Unitary Analogue of Lehmer Problem
Lehmer Problem Unitary analogue of Lehmer problem
2008/7/1
Inequalities Related to the Unitary Analogue of Lehmer Problem.
On a $q$-Analogue of Sándor's Function
$q$-gamma function $q$-Stirling's formula Asymptotic formula
2008/6/30
On a $q$-Analogue of Sándor's Function.
On the $q$-Analogue of Gamma Functions and Related Inequalities
Euler gamma function $q$-gamma function
2008/6/27
In this paper, we obtain a q-analogue of a double inequality involving the Euler gamma function which was first proved geometrically by Alsina and Tomás [1] and then analytically by Sándor [6].
A NEW INTEGRAL INEQUALITY WITH POWER NONLINEARITY AND ITS DISCRETE ANALOGUE
Nonlinear integral inequality
2007/12/10
A new integral inequality with power nonlinearity is obtained,which generalizes some extensions of L. Ou-Iang's inequality given by B.G. Pachpatte. Discrete analogy of the new integral inequality and...