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The numerous applications of special functions in solving many of the more difficult problems in physics, engineering, and mathematics make their development a continuous and evolving process. Bringing new insight to these functions, the Handbook of Special Functions: Derivatives, Integrals, Series and Other Formulas presents new results and includes some known functions for completeness in coverage. This collection of functions contains— Differentiation formulas for various functions
Prelims | Download PDF |
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Chapter 1: The Derivatives | Download PDF |
Chapter 2: Limits | Download PDF |
Chapter 3: Indefinite Integrals | Download PDF |
Chapter 4: Definite Integrals | Download PDF |
Chapter 5: Finite Sums | Download PDF |
Chapter 6: Infinite Series | Download PDF |
Chapter 7: The Connection Formulas | Download PDF |
Chapter 8: Representations of Hypergeometric Functions and of the Meijer G Function | Download PDF |
Index_of_Notations_for_Symbols | Download PDF |
Index_of_Notations_for_Functions_and_Constants | Download PDF |
References | Download PDF |