Studies on the zeros of Bessel functions and methods for their computation (Q889156): Difference between revisions

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+An Upper Bound for the First Zero of Bessel Functions
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+An approximation for the zeros of Bessel functions
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+Some recent results on the zeros of Bessel functions and orthogonal polynomials
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+An asymptotic relation for the zeros of Bessel functions
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+On the Square of the Zeros of Bessel Functions
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+Further results on McMahon's asymptotic approximations
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+Inequalities for the Zeros of Ultraspherical Polynomials and Bessel Functions
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+Error bounds for mcmahon's asympotic approximations of the zeros of the bessel functions
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+The orthogonality property of the Lommel polynomials and a twofold infinity of relations between Rayleigh's \(\sigma\)-sums
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+Error Bounds for Asymptotic Approximations of Zeros of Transcendental Functions
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+The Rayleigh function: Theory and methods for its calculation
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+Overview of some new results concerning the theory and applications of the Rayleigh special function
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+Evaluation of complex zeros of bessel functions jν(z) and in(z) and their derivatives
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+Calculation of the multiple zeros of the derivatives of the cylindrical bessel functions Jv(z) and yv(z)
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+ON THE CHOICE OF STANDARD SOLUTIONS FOR A HOMOGENEOUS LINEAR DIFFERENTIAL EQUATION OF THE SECOND ORDER
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+The asymptotic solution of linear differential equations of the second order for large values of a parameter
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