Peirce decomposition

In algebra, a Peirce decomposition /ˈpɜːrs/ is a decomposition of an algebra as a sum of eigenspaces of commuting idempotent elements. The Peirce decomposition for associative algebras was introduced by BenjaminPeirce (1870,proposition 41, page 13). A similar but more complicated Peirce decomposition for Jordan algebras was introduced by Albert (1947).

单词	Peirce decomposition
释义	Peirce decomposition 英语百科 Peirce decomposition In algebra, a Peirce decomposition /ˈpɜːrs/ is a decomposition of an algebra as a sum of eigenspaces of commuting idempotent elements. The Peirce decomposition for associative algebras was introduced by BenjaminPeirce (1870,proposition 41, page 13). A similar but more complicated Peirce decomposition for Jordan algebras was introduced by Albert (1947).
随便看	EIST eisteddfod Eisteddfodau eisteddfodaus eisteddfodwr eister EISU Eisuke eisvogel Eiswein eisweins eis wool eisy EIT Eitam Eitan eitans eitaro EITB eitbs EITC eitch eitchen midden eitchen middens eitches