# [PDF] Algebra: An Approach via Module Theory (Graduate Texts in Mathematics)

#### ISBN: 0387978399

#### Category: Tutorial

Posted on 2017-10-17, by luongquocchinh.

Description

Author: William Adkins | Publisher: Springer | Category: Mathematics | Language: English | Page: 526 | ISBN: 0387978399 | ISBN13: 9780387978390 |

**Description:**Let me first tell you that I am an undergraduate in mathematics, having read a couple of courses in algebra, and one course in analysis (Rudin). I took this (for me) more advanced algebra course in rings and modules, covering what I believe is standard stuff on modules presented with functors and so on, Noetherian modules, Semisimple modules and Semisimple rings, tensorproduct, flat modules, exterior algebra. Now, we had a fine compendium but I felt I needed something with a tensy bit of exemples, you know more like what the moronic undergraduate is used to! So I bought this book by Adkins & Weintraub and was at first a bit disappointed, as you can well imagine. But after a while I discovered that it did meet my needs after a certain weening period. Especially chapter 7. Topics in module theory with a clear presentation of semisimple modules and rings served me well in supporting the rather terse compendium. As you can tell I don't have that much experience of mathematics so I won't try to judge this book in other ways than to tell you that I found it quite readably despite my poor background. There are very good examples and not just one or two. The notation was forbidding at first but after a while I learned to trust it. There are many examples and computations of normal form. E.g. for Jordan normal form.

Algebra: An Approach via Module Theory (Graduate Texts in Mathematics).pdf

http://uploaded.net/file/dvbl6sxh

Sponsored High Speed Downloads

8483 dl's @ 2637 KB/s

**Download Now**[Full Version]

7118 dl's @ 2300 KB/s

**Download Link 1**- Fast Download

5974 dl's @ 2282 KB/s

**Download Mirror**- Direct Download

Search More...

**[PDF] Algebra: An Approach via Module Theory (Graduate Texts in Mathematics)**

Related Archive Books

**Archive Books related to "[PDF] Algebra: An Approach via Module Theory (Graduate Texts in Mathematics)":**

Links

Download this book

No active download links here?

Please check the description for download links if any or do a search to find alternative books.Related Books

- Ebooks list page : 32463
- 2017-02-09[
*PDF*]*Algebra*: An*Approach via Module Theory*(*Graduate Texts*in*Mathematics*) - 2012-01-01
*Algebra*: An*Approach Via Module Theory*(*Graduate Texts*in*Mathematics*) - 2011-09-16
*Algebra*: An*Approach via Module Theory* - 2011-09-14
*Algebra*: An*Approach via Module Theory*[Repost] - 2010-05-10
*Algebra*: An*Approach via Module Theory* - 2018-01-11[
*PDF*] A Short Course on Spectral*Theory*(*Graduate Texts*in*Mathematics*) - 2018-01-09[
*PDF*] Classical Topics in Complex Function*Theory*(*Graduate Texts*in*Mathematics*) -*Removed* - 2017-12-20[
*PDF*] A Course in Simple-Homotopy*Theory*(*Graduate Texts*in*Mathematics*) - 2017-11-19[
*PDF*] Advanced Topics in Computational Number*Theory*(*Graduate Texts*in*Mathematics*) - 2017-11-16[
*PDF*] Classical Topology and Combinatorial Group*Theory*(*Graduate Texts*in*Mathematics*) (v. 72) -*Removed* - 2017-02-09[
*PDF*] Advanced Topics in Computational Number*Theory*(*Graduate Texts*in*Mathematics*) - 2017-02-09[
*PDF*] Classical Topics in Complex Function*Theory*(*Graduate Texts*in*Mathematics*) - 2017-02-09[
*PDF*] Classical Topology and Combinatorial Group*Theory*(*Graduate Texts*in*Mathematics*) (v. 72) - 2017-02-09[
*PDF*] A Short Course on Spectral*Theory*(*Graduate Texts*in*Mathematics*) - 2017-02-09[
*PDF*] A Course in Simple-Homotopy*Theory*(*Graduate Texts*in*Mathematics*) - 2018-01-02[
*PDF*] Banach*Algebra*Techniques in Operator*Theory*(*Graduate Texts*in*Mathematics*) - 2017-02-09[
*PDF*] Banach*Algebra*Techniques in Operator*Theory*(*Graduate Texts*in*Mathematics*) - 2018-02-02[
*PDF*] Harmonic Function*Theory*(*Graduate Texts*in*Mathematics*) - 2018-02-01[
*PDF*] Sheaf*Theory*(*Graduate Texts*in*Mathematics*) -*Removed*

Comments

**No comments for "[PDF] Algebra: An Approach via Module Theory (Graduate Texts in Mathematics)"**.

Add Your Comments

- Download links and password may be in the description section, read description carefully!
- Do a search to find mirrors if no download links or dead links.