Complex oscillation theory and special functions
C. R. Math. Rep. Acad. Sci. Canada Vol. 24 (3) 2002, pp. 117–123
September 1, 2002
Y.-M. Chiang / M.E.H. Ismail
Abstract/Résumé:
Keywords: Bessel polynomials, Heine problem, complex oscillation theory, confluent hypergeometric functions, exponent of convergence of zeros
AMS Subject Classification: Confluent hypergeometric functions; Whittaker functions; $_1F_1$, Other special orthogonal polynomials and functions, Oscillation; growth of solutions 33C15, 33C47, 34M10
AMS Subject Classification: Confluent hypergeometric functions; Whittaker functions; $_1F_1$, Other special orthogonal polynomials and functions, Oscillation; growth of solutions 33C15, 33C47, 34M10
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Complex oscillation theory and special functions
