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 ring, noetherian reduced ring, reduced commutative ring with the total ring of fractions ''K''. Then the integral closure of ''A'' in ''K'' is ...

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 ...

References

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