Articles
| Open Access |
https://doi.org/10.37547/ajast/Volume05Issue01-07
Bessel functions of the first kind
Abstract
This paper discusses the derivation of Bessel functions of the first kind using power series method and their properties. Additionally, the practical applications of these functions, their graphical analysis, and relationships with other special functions are examined. The research results serve to expand the theoretical and practical significance of Bessel functions.
Keywords
Bessel functions, power series, mathematical analysis
References
Salohiddinov, M.S. (2007). Integral Equations. Tashkent. 256 p.
Kreh, M. (n.d.). Bessel Functions. Pennsylvania State University. Retrieved from: http://www.math.psu.edu/papikian/Kreh.pdf
Sansone, G. (1959). Orthogonal Functions. New York, NY: Interscience Publishers Inc.
Fillipov, A.M. (1985). Collection of Problems in Differential Equations. Moscow: Nauka. 128 p.
Mamatov, M. (1995). Collection of Problems from Differential Equations. Tashkent: University. 156 p.
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