


Volume 20 No 22 (2022)
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Extended beta function and various multivariable and mixed type special polynomials
Mousmi Kulmitra , A.K. Thakur
Abstract
This paper explores the use of extended beta functions and special polynomials in the evaluation of
integrals. The paper presents a literature review of previous research in this area, highlighting the
various applications of these mathematical tools in science, engineering, and economics. The properties
of extended beta functions and special polynomials are discussed, along with their applications in
solving complex integrals. The paper also highlights the development of efficient algorithms for
numerical computation using these tools. Finally, the paper discusses the contribution of the study of
extended beta functions and special polynomials to the development of new mathematical theories and
techniques. Overall, this paper provides a comprehensive overview of the use of extended beta
functions and special polynomials in evaluating integrals and their significance in mathematics and
related fields.
The paper highlights the use of multivariable and mixed type special polynomials in evaluating integrals.
These types of polynomials have been shown to be effective in solving complex integrals involving
several variables and mixed types of functions. The paper discusses the properties of these special
polynomials and provides examples of their application in solving integrals.
Keywords
Extended beta function, Special polynomials, Multivariable polynomials, Mixed type special polynomials, Integral evaluation, Numerical computation.
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