Results 101 to 110 of about 6,151,667 (279)
Product and Quotient of Independent Gauss Hypergeometric Variables
In this article, we have derived the probability density functions of the productand the quotient of two independent random variables having Gauss hypergeometricdistribution.
Daya Krishna Nagar+1 more
doaj
Turán type inequalities for Tricomi confluent hypergeometric functions [PDF]
Some sharp two-sided Tur\'an type inequalities for parabolic cylinder functions and Tricomi confluent hypergeometric functions are deduced. The proofs are based on integral representations for quotients of parabolic cylinder functions and Tricomi confluent hypergeometric functions, which arise in the study of the infinite divisibility of the Fisher ...
arxiv
This study has elucidated the role of three swine acute diarrhea syndrome coronavirus (SADS‐CoV) accessory proteins in influencing viral pathogenicity and preliminarily explored the host molecular targets and pathways affected by the NS3a, NS7a, and NS7b proteins of SADS‐CoV.
Xiaoling Yan+7 more
wiley +1 more source
Certain Results on Extended Beta and Related Functions Using Matrix Arguments
In this study, we present and explore extended beta matrix functions (EBMFs) and their key properties. By utilizing the beta matrix function (BMF), we introduce novel extensions of the Gauss hypergeometric matrix function (GHMF) and Kummer hypergeometric
Saddam Husain+2 more
doaj +1 more source
On the birthday problem: some generalizations and applications
We study the birthday problem and some possible extensions. We discuss the unimodality of the corresponding exact probability distribution and express the moments and generating functions by means of confluent hypergeometric functions U(−;−;−) which are ...
P. N. Rathie, P. Zörnig
doaj +1 more source
Dynamic Keynesian Model of Economic Growth with Memory and Lag
A mathematical model of economic growth with fading memory and continuous distribution of delay time is suggested. This model can be considered as a generalization of the standard Keynesian macroeconomic model.
Vasily E. Tarasov+1 more
doaj +1 more source
Distributional solutions of the hypergeometric differential equation
AbstractWe present the distributional solutions to the hypergeometric differential equation. These solutions are obtained in the form of infinite series of the Dirac Delta functions and its derivatives. We employ these solutions to observe their interesting features.
Ram P. Kanwal, Lance L. Littlejohn
openaire +2 more sources
Peyronie's disease (PD) is a common male reproductive system disorder. The exact etiology of PD remains unclear. This study aimed to investigate molecular and cellular changes in PD using single‐cell spatial transcriptomics. Abstract Peyronie's disease (PD), commonly known as penile induration, is a prevalent male reproductive system disorder with ...
Keyuan Lou+6 more
wiley +1 more source
Rapid and chemically diverse C transfer from trees to mycorrhizal fruit bodies in the forest
Read the free Plain Language Summary for this article on the Journal blog. Abstract Ectomycorrhizal fungi (EMF) are common belowground tree symbionts, supplying trees with water and nutrients. In return, large amounts of C assimilated by trees can be allocated into EMF. However, the chemical forms in which the C is transferred from trees to fungi under
Alon Rapaport+4 more
wiley +1 more source
Beta-hypergeometric probability distribution on symmetric matrices [PDF]
Some remarkable properties of the beta distribution are based on relations involving independence between beta random variables such that a parameter of one among them is the sum of the parameters of an other (see (1.1) et (1.2) below). Asci, Letac and Piccioni \cite{6} have used the real beta-hypergeometric distribution on $ \reel$ to give a general ...
arxiv