Special Functions & Their Applications by N N Lebedev (Author)
- Publisher: MATHEMATICS
- Availability: In Stock
- SKU: 53191 R1 0710
- Number of Pages: 336
Rs.950.00
Rs.1,095.00
Tags: advanced calculus book , advanced math reference , applied math students , applied mathematics book , Bessel functions , classical mathematics text , differential equations applications , Dover Books on Mathematics , Dover math series , engineering mathematics , engineering problem solving , gamma function , graduate math text , Hermite functions , higher mathematics reference , hypergeometric functions , Legendre polynomials , mathematical analysis , mathematical methods physics , mathematical modeling tools , N N Lebedev book , N. N. Lebedev , orthogonal polynomials , physics mathematics guide , pure mathematics book , Richard A Silverman , Richard Silverman translator , Special Function And Their Applications , Special Function Theory , Special Functions , Special Functions & Their Applications , Special Functions and Their Applications , special functions mathematics , special functions theory , university mathematics book
📖 Title Name: Special Functions and Their Applications
✍️ Author: N. N. Lebedev
🔁 Translator: Richard A. Silverman
📚 Series: Dover Books on Mathematics
📦 Quality: White Paper Pakistan Print
🔹 Introduction:
Special Functions and Their Applications by N. N. Lebedev is a classic mathematical text that provides a rigorous treatment of special functions widely used in physics, engineering, and applied mathematics. Published under the Dover Books on Mathematics series, this book explains the theory, properties, and practical applications of functions such as Bessel functions, Legendre polynomials, and hypergeometric functions.
🔑 Key Points:
-
Comprehensive coverage of major special functions used in mathematical physics.
-
Detailed explanation of Bessel, Legendre, Hermite, and hypergeometric functions.
-
Focus on real-world applications in physics and engineering problems.
-
Clear mathematical derivations supported by proofs and examples.
-
Suitable for advanced undergraduate and graduate-level students.
🕌 Conclusion:
N. N. Lebedev’s work remains a foundational reference for students and researchers dealing with applied mathematics and theoretical physics. Its clarity, depth, and practical orientation make it an essential addition to any serious mathematics collection.