SUBADDITIVE MEASURE ON JORDAN ALGEBRAS
Кодиров Комилжон Ракимович , Ферганский Государственный Университет Кандидат физико-математических наук, доцент Рузиков Махаммаджон Мамирали ўғли , Преподаватель кафедры математики Ферганского государственного университета Кодирова Хайитгул Кубаевна , Преподаватель Олтиариқ ХТБ 4-ИДУМ Зайнололобидинова Хумора Рахмиддин қизи , Студент Ферганского государственного университетаAbstract
This article proves that the topological Jordan algebra of measurable elements with respect to sub additive measure is an OJ - algebra .
Keywords
algebra, trace, functional, idempotent, measure, support, space, topology, states .
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