@article{oai:teapot.lib.ocha.ac.jp:00035167,
 author = {Ishiguro, Eiichi and Hijikata, Katsunori and Arai, Tadashi and Mizushima, Masataka and 石黒, 英一},
 journal = {お茶の水女子大學自然科學報告},
 month = {Mar},
 note = {application/pdf, 紀要論文, Under the guidance of Prof. M. Kotani (University of Tokyo), we are now studying many problems of molecular structures and carrying out the numerical calculations in order to obtain quantitative results. Because the numerical tables thus obtained seem to be useful for other problems in these fields of physics, we consider it worth while to put the parts of it into printed form. Exponential functions over thirty figures are given in Tab. I. Tab. II is the functions defined by James and Coolidge, namely Z(m, n, j, k, p)=1/4π^2∫∫∫∫∫∫e^<-a(λ_1+λ_2>λ_1^mλ_2^nμ_1^jμ_2^kρ^pdλ_1dλ_2dμ_1dμ_2dφ_1dφ_2. In this paper we give Z(m, n, j, k, p) for a=1.5, p =0 only, while for a=1.5, p=-1 and X(m, n, j, k, p)=Z(m+2, n, j, k, p)-Z(m, n, j+2, k, p), p=0, -1, will be given in part II. These tables are useful for the calculation of the quadrupole moment, polarizability, magnetic shielding and other problems in Hydrogen molecules. Table I. Table II.},
 pages = {22--28},
 title = {Tables Useful for the Calculation of the Molecular Integrals I},
 volume = {1},
 year = {1951}
}