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University of Maryland

Prof. Kartik Prasanna - Study notes

The content listed below has not been created by Kartik Prasanna

Linear Algebra Abstract Algebra

Proving that a UFD is a PID if Every Nonzero Prime Ideal is Maximal - Prof. Kartik Prasann

1 pag.

2009

Solutions to Selected Linear Algebra Problems: Tensor Products and Ideals - Prof. Kartik P

5 pag.

2009

Representation Theory of Finite Groups: Dual Representations and Character Relations - Pro

1 pag.

2009

MATH 600 Take-home Final Exam: Diagonalization, Commutative Rings, and Tensor Products - P

1 pag.

2009

Properties of A-modules and their Relation to Projective and Flat Modules - Prof. Kartik P

1 pag.

2009

Linear Transformations and Inner Product Spaces - Prof. Kartik Prasanna

1 pag.

2009

Abstract Algebra I - Homework 12 | MATH 600

1 pag.

2009

Group Theory Homework: Abelian Groups and Intersections of Subgroups - Prof. Kartik Prasan

1 pag.

2009

Algebraic Extensions and Embeddings - Prof. Kartik Prasanna

1 pag.

2009

Homework 14 | Abstract Algebra I | MATH 600

1 pag.

2009

Ring Theory Homework: Projective Modules and Free Modules - Prof. Kartik Prasanna

1 pag.

2009

Homework 2 - Abstract Algebra I | MATH 600

1 pag.

2009

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