@article{oai:teapot.lib.ocha.ac.jp:00035080,
 author = {Ishiguro, Eiichi and Yuasa, Sayoko and Sakamoto, Michiko and Arai, Tadashi and 石黒, 英一 and 湯浅, 佐陽子 and 坂本, 三知子 and 荒井, 正},
 issue = {1},
 journal = {お茶の水女子大學自然科學報告},
 month = {Aug},
 note = {application/pdf, 紀要論文, In Part VI, the following numerical tables are given ; Table XXII (modified forms of the Bessel functions K_<n+1/2> and I_<n+1/2>) [numerical formula] [numerical formula] Table XXIII [numerical formula] [numerical formula] where p_n (1, t ; τ) and q_n (1, t ; τ) were the functions given by Barnett and Coulson. These functions are defined by the expansion of exp (-βγ_b) and γ_b exp (-βγ_b), respectively, in terms of P_n (cos θ_a). (See Fig.1) Namely, [figure] [numerical formula] where t=βγ_a and τ=βR.},
 pages = {33--58},
 title = {Tables Useful for the Calculation of the Molecular Integrals VI},
 volume = {5},
 year = {1954}
}