広島工業大学 数学グループ

研究活動

広島工業大学数学グループでは、メンバーが数学や数学教育に関する様々な研究活動を行っています。

研究論文

以下は、メンバーが発表した研究論文（一部）です。

• A. L. Gavrilyuk, A. Munemasa, Y. Sano, T. Taniguchi, Signed analogue of line graphs and their smallest eigenvalues, J. Graph Theory 98 (2021), no.2, 309--325.
• M. Furuya, M. Takatou, The number of covers in intersecting families with covering number three, Ars Combin. 142 (2019), 293--327.
• O. Iyama, Y. Kimura, Classifying subcategories of modules over Noetherian algebras, Adv. Math. 446 (2024), No.109631, 62pp.
• K. Ishibashi, Wintner-type nonoscillation theorems for conformable linear Sturm-Liouville differential equations, Opuscula Math. 44 (2024), no.5, 727--748.
• M. Fujita, M. Kageyama, Quasi-quadratic modules in valuation rings and valued fields, Acta Math. Hungar. 170 (2023), no.1, 33--83.
• H. Katsurada, H. Kawamura, Ikeda's conjecture on the period of the Duke-Imamoḡlu-Ikeda lift, Proc. Lond. Math. Soc. (3) 111 (2015), no.2, 445--483.
• A. Honda, K. Naokawa, K. Saji, M. Umehara, K. Yamada, Symmetries of cross caps, Tohoku Math. J. (2) 75 (2023), no.1, 131--141.
• Y. Mizuta, T. Ohno, T. Shimomura, Y. Yamauchi, Growth properties for generalized Riesz potentials of functions satisfying Orlicz conditions, Math. Nachr. 293 (2020), no.6, 1156--1173.
• M. Masumoto, Holomorphic mappings of once-holed tori, II, J. Anal. Math. 139 (2019), no.2, 597--612.
• J. T. Cho, T. Hashinaga, A. Kubo, Y. Taketomi, H. Tamaru, Realizations of some contact metric manifolds as Ricci soliton real hypersurfaces, J. Geom. Phys. 123 (2018), 221--234.

開催した研究集会