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- | ====== Rings (Handwritten notes) ====== | ||
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- | ^ Name |Rings (Handwritten notes)- Lecture Notes | | ||
- | ^ Author(s) | ||
- | ^ Pages |37 pages | | ||
- | ^ Format | ||
- | ^ Size |PDF: 3.20MB | | ||
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- | ==== CONTENTS OR SUMMARY: | ||
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- | * Rings; denition and examples | ||
- | * Commutative ring, ring with unity, boolean' | ||
- | * Zero divisor and examples, integral domain and related theorems | ||
- | * Field, examples and related theorems | ||
- | * Characteristic of ring, examples and related theorems | ||
- | * Regular ring, examples and related theorems | ||
- | * Ideals, and related theorem | ||
- | * Quotient ring | ||
- | * Homomorphism of a ring, kernel of homomorphism and related theorems | ||
- | * Principal ideal, principal ideal ring | ||
- | * Maximal ideal and related theorem | ||
- | * Fundamental homomorphism theorem | ||
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- | ==== Download or View online ==== | ||
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- | * DWN **[[https:// | ||
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- | * **To view online at Scribd %%[%%[[http:// | ||
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- | ====Notes of other subjects==== | ||
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