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ABSTRACT
Bessel functions are a fundamental concept in mathematics and have numerous applications in science and engineering. This project investigates the properties, applications, and approximations of Bessel functions, focusing on analyzing the recurrence relations, orthogonal properties, and asymptotic behavior of Bessel functions. Exploring the use of Bessel functions in solving problems. This project provide a deeper understanding of Bessel functions, highlighting their significance in various applications and contributing to the development of new methods and techniques in numerical analysis and special functions.
