MATH
Login Or Sign up

List Question

15
51
Views

$R$ a domain subset of a field $K$. $I\trianglelefteq R$, show $I$ is a projective $R$-module

Published on
#abstract-algebra #modules #projective-module
499
Views

projective module which is a submodule of a finitely generated free module

Published on
#commutative-algebra #modules #projective-module #finitely-generated #free-modules
1.1k
Views

Flat modules over a PID

Published on
#abstract-algebra #modules #projective-module #flatness #free-modules
74
Views

Projectivity of a module

Published on
#abstract-algebra #modules #projective-module #artinian
470
Views

Proving a module is projective.

Published on
#abstract-algebra #modules #projective-module
26
Views

Proving a specific module is projective.

Published on
#abstract-algebra #modules #projective-module
82
Views

$M\otimes_A N\cong A$ implies $M$ is left $A$-projective?

Published on
#abstract-algebra #modules #tensor-products #projective-module
225
Views

Proof of equivalence of two definitions of a projective module

Published on
#abstract-algebra #homological-algebra #projective-module
181
Views

Problem based on Projective and Injective Module

Published on
#projective-module #injective-module
64
Views

Splitting two exact sequences in a compatible way

Published on
#abstract-algebra #commutative-algebra #modules #projective-module #free-modules
289
Views

A question about projective modules and free modules.

Published on
#modules #direct-sum #projective-module #free-modules
73
Views

Norm induced on a projective module over a Banach algebra

Published on
#normed-spaces #banach-algebras #projective-module
181
Views

Finitely generated projective module $M$ over integral domain $R$ such that $M \oplus R \cong R^2$ and $M\otimes N \cong R$ for some module $N$

Published on
#commutative-algebra #modules #tensor-products #exact-sequence #projective-module
57
Views

Invertible ideals and locally free module

Published on
#commutative-algebra #modules #projective-module
133
Views

Characterizing integral domains for which every ideal, that can be generated by two elements, is projective?

Published on
#reference-request #commutative-algebra #modules #ideals #projective-module

Trending Questions

Popular # Hahtags

second-order-logic numerical-methods puzzle logic probability number-theory winding-number real-analysis integration calculus complex-analysis sequences-and-series proof-writing set-theory functions homotopy-theory elementary-number-theory ordinary-differential-equations circles derivatives game-theory definite-integrals elementary-set-theory limits multivariable-calculus geometry algebraic-number-theory proof-verification partial-derivative algebra-precalculus

Popular Questions

Copyright © 2021 JogjaFile Inc.