The Krull dimension of power series rings over almost Dedekind domains

Rings of Continuous Functions.

E. R. Lorch, Leonard Gillman, Meyer Jerison · American Mathematical Monthly · 1961 · 2.3K citations

Natural Sciences, Mathematics, Algebra +4

MULTIPLICATIVE IDEAL THEORY

P. M. Cohn · Bulletin of the London Mathematical Society · 1974 · 1.1K citations

Natural Sciences, Mathematics, Algebra +3

A note on the dimension theory of rings

A. Seidenberg · Pacific Journal of Mathematics · 1953 · 121 citations · Full text

Natural Sciences, Mathematics, Algebra +9

Power series rings over Prüfer domains

Jimmy T. Arnold · Pacific Journal of Mathematics · 1973 · 87 citations · Full text

Natural Sciences, Philosophy, Algebra +7

The SFT property does not imply finite dimension for power series rings

Jim Coykendall · Journal of Algebra · 2002 · 28 citations

Natural Sciences, Finance, Topology +3