In commutative algebra, the extension and contraction of ideals are operations performed on sets of ideals.
Read more about Extension And Contraction Of Ideals: Extension of An Ideal, Contraction of An Ideal, Properties, Extension of Prime Ideals in Number Theory
Famous quotes containing the words extension and/or ideals:
“Where there is reverence there is fear, but there is not reverence everywhere that there is fear, because fear presumably has a wider extension than reverence.”
—Socrates (469399 B.C.)
“Institutional psychiatry is a continuation of the Inquisition. All that has really changed is the vocabulary and the social style. The vocabulary conforms to the intellectual expectations of our age: it is a pseudo-medical jargon that parodies the concepts of science. The social style conforms to the political expectations of our age: it is a pseudo-liberal social movement that parodies the ideals of freedom and rationality.”
—Thomas Szasz (b. 1920)