Revision as of 18:42, 2 February 2021 edit Quondum (talk \| contribs) Extended confirmed users 38,971 edits →Application of the universal property of tensor products: decapitalizing; minor fmt ← Previous edit		Revision as of 22:31, 28 June 2021 edit undo Eiis1000 (talk \| contribs) 95 edits m →Extension of scalars Tag: Visual edit Next edit →
Line 248: ===Extension of scalars=== {{main\|~~extension~~Extension of scalars}} {{See also\|Weil restriction}} The adjoint relation in the general form has an important special case: for any ''R''-algebra ''S'', ''M'' a right ''R''-module, ''P'' a right ''S''-module, using <math>\operatorname{Hom}_S (S, -) = -</math>, we have the natural isomorphism:

Tensor product of modules: Difference between revisions