Ⅰ. INTRODUCTIONIn the study of two-valued and multivalued logic, the algebra systems used most extensively are the lattice algebra and modular algrbra. People pay attention to modular algebra because of the following...Ⅰ. INTRODUCTIONIn the study of two-valued and multivalued logic, the algebra systems used most extensively are the lattice algebra and modular algrbra. People pay attention to modular algebra because of the following points: (i) the objects and results of the two basic oper-展开更多
We investigate modular framed vertex operator algebras over an algebraically closed field F whose characteristic is different from 2 and 7.In particular,the rationality of modular framed vertex operator algebras is es...We investigate modular framed vertex operator algebras over an algebraically closed field F whose characteristic is different from 2 and 7.In particular,the rationality of modular framed vertex operator algebras is established.For a modular code vertex operator algebra,the irreducible modules are constructed and classified.Moreover,a Z[1/2]-form for any framed vertex operator algebra over C is constructed.As a result,one can obtain a modular framed vertex operator algebra from any framed vertex operator algebra over C.展开更多
基金Project supported by the National Natural Science Foundation of China.
文摘Ⅰ. INTRODUCTIONIn the study of two-valued and multivalued logic, the algebra systems used most extensively are the lattice algebra and modular algrbra. People pay attention to modular algebra because of the following points: (i) the objects and results of the two basic oper-
基金supported by the Simons Foundation(Grant No.634104)Ching Hung Lam was supported by Ministry of Science and Technology(Grant No.104-2115-M-001-004-MY3)supported by National Natural Science Foundation of China(Grant No.12071314)。
文摘We investigate modular framed vertex operator algebras over an algebraically closed field F whose characteristic is different from 2 and 7.In particular,the rationality of modular framed vertex operator algebras is established.For a modular code vertex operator algebra,the irreducible modules are constructed and classified.Moreover,a Z[1/2]-form for any framed vertex operator algebra over C is constructed.As a result,one can obtain a modular framed vertex operator algebra from any framed vertex operator algebra over C.
