首页|Efficient Calculation of Modified Bessel Functions of the First Kind, $I_{\nu} (z)$, for Real Orders and Complex Arguments: Fortran Implementation with Double and Quadruple Precision

Efficient Calculation of Modified Bessel Functions of the First Kind, $I_{\nu} (z)$, for Real Orders and Complex Arguments: Fortran Implementation with Double and Quadruple Precision

Mofreh R. Zaghloul Steven G. Johnson

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Arxiv

Efficient Calculation of Modified Bessel Functions of the First Kind, $I_{\nu} (z)$, for Real Orders and Complex Arguments: Fortran Implementation with Double and Quadruple Precision

Mofreh R. Zaghloul Steven G. Johnson

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Mofreh R. Zaghloul,Steven G. Johnson.Efficient Calculation of Modified Bessel Functions of the First Kind, $I_{\nu} (z)$, for Real Orders and Complex Arguments: Fortran Implementation with Double and Quadruple Precision[EB/OL].(2025-05-14)[2025-12-13].https://arxiv.org/abs/2505.09770.

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数学

首发时间： 2025-05-14

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Efficient Calculation of Modified Bessel Functions of the First Kind, $I_{\nu} (z)$, for Real Orders and Complex Arguments: Fortran Implementation with Double and Quadruple Precision

Efficient Calculation of Modified Bessel Functions of the First Kind, $I_{\nu} (z)$, for Real Orders and Complex Arguments: Fortran Implementation with Double and Quadruple Precision

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