Integral presentations from the theory of Bessel functions

[1] BAILEY WN, 1928, P LOND MATH SOC, V28, P246

[2] BARNES, 1908, P LONDON MATH SOC, V6, P146

[3] BARNES EW, 1907, P LOND MATH SOC, V5, P65

[4] BROMWICH TJI, INTRO THEORY INFINIT

[5] CHAUNDY TW, 1931, Q J MATH, V2, P144

[6] DIXON AL, 1930, Q J MATH OXFORD 1, V1, P236

[7] DIXON AL, 1930, Q J MATH, V1, P137

[8] Hardy GH, 1924, P LOND MATH SOC, V23, pLXI

[9] NEUMANN C, THEORIE BESSELSCHEN, P8

[10] NICHOLSON JW, 1912, Q J MATH, V43, P83

[1] BAILEY WN, 1928, P LOND MATH SOC, V28, P246

[2] BARNES, 1908, P LONDON MATH SOC, V6, P146

[3] BARNES EW, 1907, P LOND MATH SOC, V5, P65

[4] BROMWICH TJI, INTRO THEORY INFINIT

[5] CHAUNDY TW, 1931, Q J MATH, V2, P144

[6] DIXON AL, 1930, Q J MATH OXFORD 1, V1, P236

[7] DIXON AL, 1930, Q J MATH, V1, P137

[8] Hardy GH, 1924, P LOND MATH SOC, V23, pLXI

[9] NEUMANN C, THEORIE BESSELSCHEN, P8

[10] NICHOLSON JW, 1912, Q J MATH, V43, P83