@article{oai:lib.sugiyama-u.repo.nii.ac.jp:00003507,
 author = {吉本, 明宣},
 journal = {社会とマネジメント, Journal of Management and Social Studies},
 month = {Mar},
 note = {Abstract
　The purpose of this paper is to make n-th power theta functions which have coefficients in integers sum such that they are 1 in n-th powers parts and 0 in not-n-th powers parts. We use n-th powers symbol to construct them, but they are much different from generalized theta functions defined by [2].
　 In the paper, our theta functions are only quadratic theta functions, cubic theta functions and biquadratic theta functions, but they can be expected to be generalized to n-th power theta functions considering the products of 9―dimension upper half space.},
 pages = {73--79},
 title = {9次元上半空間上のテータ関数},
 volume = {20},
 year = {2023},
 yomi = {ヨシモト, アキノリ}
}