In this paper, we discuss some properties of beta function of several variables which are the extension of beta function of two variables. We define k-beta function of several variables and derive some properties of this function which are the extension of k-beta function of two variables, recently defined by Diaz and Pariguan [4]. Also, we extend the formula Γk(2z) proved by Kokologiannaki [5] via properties of k-beta function
This paper consists of a discussion of the properties and applications of certain improper integrals...
The Beta function B(x,n) and the related Beta functions B(x ±, n) and B±(x,n) are defined as distrib...
WOS: 000454338200001In this paper, we present further generalizations of gamma and beta functions by...
In this paper, firstly, we introduce the several definitions of classic gamma function and beta func...
In this paper, firstly, we introduce the several definitions of classic gamma function and beta func...
In this paper, we introduce the extension of the p-k Gamma function and the p-k Beta function. This ...
The object of this paper is to show the relation of the Beta Function to the Gamma Function: i.e. in...
The main purpose of this paper is to study extension of the extended beta function by Shadab et al. ...
Kiymaz, I. Onur/0000-0003-2375-0202; Kiymaz, I. Onur/0000-0003-2375-0202WOS: 000454338200001In this ...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
This Parkland A with Honors project discusses the function of several variables, it\u27s limits and ...
This paper consists of a discussion of the properties and applications of certain improper integrals...
The Beta function B(x,n) and the related Beta functions B(x ±, n) and B±(x,n) are defined as distrib...
WOS: 000454338200001In this paper, we present further generalizations of gamma and beta functions by...
In this paper, firstly, we introduce the several definitions of classic gamma function and beta func...
In this paper, firstly, we introduce the several definitions of classic gamma function and beta func...
In this paper, we introduce the extension of the p-k Gamma function and the p-k Beta function. This ...
The object of this paper is to show the relation of the Beta Function to the Gamma Function: i.e. in...
The main purpose of this paper is to study extension of the extended beta function by Shadab et al. ...
Kiymaz, I. Onur/0000-0003-2375-0202; Kiymaz, I. Onur/0000-0003-2375-0202WOS: 000454338200001In this ...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
We prove in this paper an inequality for the beta function, and we give an application in pluripoten...
This Parkland A with Honors project discusses the function of several variables, it\u27s limits and ...
This paper consists of a discussion of the properties and applications of certain improper integrals...
The Beta function B(x,n) and the related Beta functions B(x ±, n) and B±(x,n) are defined as distrib...
WOS: 000454338200001In this paper, we present further generalizations of gamma and beta functions by...