Synopsis
I Foundations of the theory of special functions.- II The classical orthogonal polynomials.- III Bessel functions.- IV Hypergeometric functions.- V Solution of some problems of mathematical physics, quantum mechanics and numerical analysis.- Appendices.- A. The Gamma function.- B. Analytic properties and asymptotic representations of Laplace integrals.- Basic formulas.- List of tables.- References.- Index of notations.- List of figures.
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