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Bessel関数の零点を標本点に持つ補間および数値積分公式
Interpolation and Quadrature Formulae Whose Abscissae are the Zeros of the Bessel Functions
1996
Nihon Oyo Suri Gakkai ronbunshi
Interpolation and Quadrature Formulae Whose Abscissae are the Zeros of the Bessel Functions
Preserved Fulltext
. An interpolation formula whose abscissae are the zeros of the Bessel functions of integra ユorder is proposed along with its theoretical error analysis , Based on the 三 nterpolation formula , two kinds of quadrature forlnulae of interpolatory type are also proposed : one is for " symme 七 ric integrals " 隠 ∫( x ) d= and the o 七 her for " anti − symmetric integrals " ∫ 鑑 sgn x f〔 x ) dx. Both the efHciency of the former quadrature and that of the latter quadrature are studied in theory and in
doi:10.11540/jsiamt.6.1_39
fatcat:fqpvm4elnfdjvfh4xk34bv6qpi