We introduce a concept of modularity for a d0-algebra A in such a way that, in case of A being a lattice, it coincides with the usual one. We also show that if μ is a d0-measure on a d0-algebra A, the quotient of A modulo the ideal of μ-negligible elements is always modular.
Modular D0-algebras
A. Avallone
;P. Vitolo;
2020-01-01
Abstract
We introduce a concept of modularity for a d0-algebra A in such a way that, in case of A being a lattice, it coincides with the usual one. We also show that if μ is a d0-measure on a d0-algebra A, the quotient of A modulo the ideal of μ-negligible elements is always modular.File in questo prodotto:
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