TSCHEBYSCHEV SERIES APPROXIMATIONS FOR THE ZEROS OF THE BESSEL-FUNCTIONS

[1] Abramowitz M., 1965, APPL MATH SER, V55

[2] AN UPPER BOUND FOR THE 1ST ZERO OF BESSEL-FUNCTIONS [J]. MATHEMATICS OF COMPUTATION, 1982, 38 (158) : 589 - 591

[3] IMPLEMENTING CLENSHAW-CURTIS QUADRATURE .2. COMPUTING COSINE TRANSFORMATION [J]. COMMUNICATIONS OF THE ACM, 1972, 15 (05) : 343 - +

[4] HOFSOMMER DJ, 1958, MATH TABLE OTHER AID, V12, P58

[5] Luke Yu.L., 1975, MATH FUNCTIONS THEIR

[6] NEMETH G, 1972, 56336 I NUCL STUD RE

[7] OLVER FWJ, 1960, ROYAL SOC MATH TAB 3, V7

[8] PIESSENS R, UNPUB SERIES EXPANSI

[9] PIESSENS R, 1981, J COMPUT PHYS, V42, P403

[10] Stroud A., 1966, GAUSSIAN QUADRATURE

[1] Abramowitz M., 1965, APPL MATH SER, V55

[2] AN UPPER BOUND FOR THE 1ST ZERO OF BESSEL-FUNCTIONS [J]. MATHEMATICS OF COMPUTATION, 1982, 38 (158) : 589 - 591

[3] IMPLEMENTING CLENSHAW-CURTIS QUADRATURE .2. COMPUTING COSINE TRANSFORMATION [J]. COMMUNICATIONS OF THE ACM, 1972, 15 (05) : 343 - +

[4] HOFSOMMER DJ, 1958, MATH TABLE OTHER AID, V12, P58

[5] Luke Yu.L., 1975, MATH FUNCTIONS THEIR

[6] NEMETH G, 1972, 56336 I NUCL STUD RE

[7] OLVER FWJ, 1960, ROYAL SOC MATH TAB 3, V7

[8] PIESSENS R, UNPUB SERIES EXPANSI

[9] PIESSENS R, 1981, J COMPUT PHYS, V42, P403

[10] Stroud A., 1966, GAUSSIAN QUADRATURE