Yoshiro Mori is a Japanese mathematician working on commutative algebra who introduced the

Mori–Nagata theorem In algebra, the Mori–Nagata theorem introduced by and , states the following: let ''A'' be a noetherian reduced commutative ring with the total ring of fractions ''K''. Then the integral closure of ''A'' in ''K'' is a direct product of ''r'' ...

and whose work led to

Mori domain In algebra, a Mori domain, named after Yoshiro Mori by , is an integral domain satisfying the ascending chain condition on integral divisorial ideals. Noetherian domains and Krull domain In commutative algebra, a Krull ring, or Krull domain, is a ...

References

* 20th-century Japanese mathematicians Year of birth missing Possibly living people Place of birth missing {{Japan-mathematician-stub