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昆明理工大学理学院概率论与数理统计课件Chapter 3 Multionariate Random Variables--Distribution of special functions
昆明理工大学理学院 概率论与数理统计 课件 Chapter 3 Multionariate Random Variables Distribution of special functions
2017/4/17
昆明理工大学理学院概率论与数理统计课件Chapter 3 Multionariate Random Variables--Distribution of special functions.
On the Properties of Special Functions on the linear-type lattices
q-hypergeometric functions difference equations recurrence relations q-polynomials
2011/9/23
Abstract: We present a general theory for studying the difference analogues of special functions of hypergeometric type on the linear-type lattices, i.e., the solutions of the second order linear diff...
On topological field theory representation of higher analogs of classical special functions
field theory representation higher analogs classical special functions
2010/12/22
Previously, in the course of a construction of a quantum field theory model for Archimedean algebraic geometry a class of infinite-dimensional representations of special functions such as Whittaker fu...
Tur醤-Type Inequalities for Some $q$-Special Functions
Turan's inequality $q$-polygamma functions $q$-zeta function
2010/1/22
In this paper, we give new Turán-type inequalities for some q-special functions, using a q- analogue of a generalization of the Schwarz inequality.
Generating functions and special functions
generating function polynomial differential equation special function
2009/3/2
In this paper we introduce the general form of generating functions.
By using the generating function we obtain the terms of different
polynomials. Also we calculate the n-th term an of the polynomi...
Generating functions and special functions
generating function polynomial differential equation special function
2009/1/7
In this paper we introduce the general form of generating functions.
By using the generating function we obtain the terms of different
polynomials. Also we calculate the n-th term an of the polynomi...
Inequalities Involving a Logarithmically Convex Function and Their Applications to Special Functions
Logarithmically convex functions inequalities gamma function Riemann's zeta function complete elliptic integrals of the first kind
2008/7/1
Inequalities Involving a Logarithmically Convex Function and Their Applications to Special Functions.
Grünbaum-type Inequalities for Special Functions
Error function Mills' ratio functional inequalities
2008/7/1
In this short note our aim is to establish some Grünbaum-type inequalities for the complementary error function, the incomplete gamma function and for Mills' ratio of the standard normal distribution,...
New Inequalities for Some Special and $q$-Special Functions
Gamma function Beta function $q$-Gamma function $q$-Beta function $q$-Zeta function
2008/6/30
In this paper, we give new inequalities involving some special (resp. q -special) functions, using their integral (resp. q-integral) representations and a technique developed by A. McD. Mercer in [11]...
Tur醤-type Inequalities for some Special Functions
Turánians Polygamma functions Riemann zeta function
2008/6/26
We use a generalization of the Schwarz inequality to give a short proof of new Turán-type inequalities for polygamma and Riemann zeta functions.
Uniformly Starlike and Uniformly Convex Functions Pertaining to Special Functions
Analytic functions Univalent functions Starlike functions Convex functions Integral operator Fox-Wright function
2008/6/26
Uniformly Starlike and Uniformly Convex Functions Pertaining to Special Functions.
Korovkin Type Error Estimates for Positive Linear Operators Involving Some Special Functions
Positive linear operators Korovkin-Bohman theorem Bernstein power series generating function, Pochhammer symbol hypergeometric function Peetre´ s K-functional first and second order modulus of continuities functional differential equation
2010/2/25
In the present paper, we introduce a new sequence of linear positive operators with the help of generating functions. We obtain some Korovkin type approximation properties for these operators and comp...