A general notion of noncommutative Krull rings
Using an idea of Passman, the authors give a characterization of the symmetric maximal quotient ring (and other quotient rings) and they prove that it is indeed left-right symmetric. The notion of a Krull ring as in the sense of Miyashita is reintroduced. This notion is studied in connection with Asano orders, defined within the symmetric Martindale ring of quotients.
scientific article; zbMATH DE number 4036007