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On a Bessel Function Integral

SIAM Review, 1967
Abstract : In the course of continuing investigations on the propagation of electromagnetic pulses, it became necessary to evaluate an integral involving exponential and Bessel functions. It was found that this integral had been evaluated incorrectly in the literature, and the error has been perpetuated for nearly 30 years.
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Inequalities for the Zeros of Bessel Functions

SIAM Journal on Mathematical Analysis, 1977
Let $j_{p,n} $, $j'_{p,n} $ denote the nth positive zeros of $J_p $, $J'_p $ respectively. It is shown that both $p^{ - 1} j_{p,n} $ and $p^{ - 1} j'_{p,n} $ are strictly decreasing functions of p.
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Application of generalized Bessel functions to classes of analytic functions

Afrika Matematika, 2020
B. Frasin   +3 more
semanticscholar   +1 more source

The Bessel Functions

1998
We now turn to the solutions of the differential equations $$({{\Delta }_{{(q)}}} + \lambda )U = 0$$
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Exponentials and Bessel Functions

The Fibonacci Quarterly, 1976
Davis, Bro. Basil, Hoggatt, V. E. jun.
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Bessel Functions

1966
Wilhelm Magnus   +2 more
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Bessel Function Approximations

American Journal of Mathematics, 1950
Phillips, R. S., Malin, Henry
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