Algebra II, Spring 2003 MIT
7 Papers | 1 Member | Created by Bar tender on 8/20/2008 | Category: Algebra
Description: The course covers group theory and its representations, and focuses on the Sylow theorem, Schur's lemma, and proof of the orthogonality relations. It also analyzes the rings, the factorization processes, and the fields. Topics such as the formal construction of integers and polynomials, homomorphisms and ideals, the Gauss' lemma, quadratic imaginary integers, Gauss primes, and finite and function fields are discussed in detail.
 
By  Bar tender August 20, 2008
Views: 285
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Category: Algebra
Tags: alternative Gauss Lemma 

By  Bar tender August 20, 2008
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Category: Algebra
Tags: Galois 

By  Bar tender August 20, 2008
Views: 249
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Category: Algebra
Tags: Resolvents 

By  Bar tender August 20, 2008
Views: 297
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Category: Algebra
Tags: Fields Splitting 

By  Bar tender August 20, 2008
Views: 330
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Category: Algebra
Tags: Seventeengon