engleski

Properties of the Product of Modified Bessel Functions

Discrete Chebyshev-type inequalities are established for sequences of modified Bessel functions of the first and second kind, recognizing that the sums involved are actually Neumann series of modified Bessel functions I_ν and K_ν . Moreover, new closed integral expression formulae are established for the Neumann series of second type, which occur in the discrete Chebyshev inequalities.

Modified Bessel functions, Čebyšev inequality, Integral represntation, Inequality

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