Hypergroups, association schemes and Hall's theorems on finite solvable groups Тезисы доклада
Конференция |
5th International Conference GROUPS AND QUANDLES
IN LOW-DIMENSIONAL TOPOLOGY 13-15 июн. 2024 , Томск |
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Сборник | The 5th International Conference «Groups and quandles in low-dimensional topology»: Program and abstracts Сборник, Tomsk State University. Томск.2024. 20 c. |
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Вых. Данные | Год: 2024, Страницы: 10 Страниц : 1 | ||
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Реферат:
The concept of a hypergroup, dating back to the work of F. Marti in 1934, generalizes not only the concept of a group, but also an association scheme and table algebra. Within the class of hypergroups, we consider a specific class of hypergroups the members of which we call solvable. Our definition of solvable hypergroups generalizes the notion of a solvable group. We investigate solvable hypergroups and utilize our results to generalize Philip Hall's celebrated theorems on finite solvable groups to the theory of association schemes. The talk is based on the joint paper with P.-H. Zieschang.
Библиографическая ссылка:
Vasilev A.
Hypergroups, association schemes and Hall's theorems on finite solvable groups
В сборнике The 5th International Conference «Groups and quandles in low-dimensional topology»: Program and abstracts. – Tomsk State University., 2024. – C.10.
Hypergroups, association schemes and Hall's theorems on finite solvable groups
В сборнике The 5th International Conference «Groups and quandles in low-dimensional topology»: Program and abstracts. – Tomsk State University., 2024. – C.10.
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