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Rational Chebyshev approximations to the Bessel function integrals <i> Ki <sub>s</sub> (x) </i>

Irene Gargantini, T. Pomentale

Communications of the ACM · 1964 · 10 citations · 6 references

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Abstract

The second Remes algorithm is used to approximate the integrals Ki s by rational functions. The related coefficients for the approximations of Ki 1 , Ki 2 , Ki 3 are given for different precisions.

References

6

<i>Integrals of Bessel Functions</i>

Yudell L. Luke, J. Gillis · Physics Today · 1963 · 471 citations

, , +6

XXV.<i>A short table of the functions Ki<sub><i>n</i></sub>(<i>x</i>), from n=1 to n=16</i>

W. G. Bickley, J. L. Nayler · The London Edinburgh and Dublin Philosophical Magazine and Journal of Science · 1935 · 76 citations

, , +3

On the computation of rational approximations to continuous functions

William Fraser, John Hart · Communications of the ACM · 1962 · 66 citations · Full text

, , +10

Methods for Fitting Rational Approximations, Parts II and III

Hans J. Maehly · Journal of the ACM · 1963 · 53 citations · Full text

, , +5

Gamma-Ray Dosage in Inhomogeneous Nuclear Reactors

William Primak · Journal of Applied Physics · 1956 · 13 citations

, , +16