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| msc:notes:ring_notes [2021/02/07 16:49] – created - external edit 127.0.0.1 | msc:notes:ring_notes [2023/04/01 06:49] (current) – removed Dr. Atiq ur Rehman | ||
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| - | ====== Ring (Notes) by Prof. M. Dabeer Mughal ====== | ||
| - | A handwritten notes of Ring (Algebra) by Prof. M. Dabeer Mughal (Federal Directorate of Education, Islamabad, PAKISTAN). Best to prepare a "Rings & Vector Spaces" | ||
| - | |||
| - | ^ Name |Ring (Notes) - Handwritten | ||
| - | ^ Author | ||
| - | ^ Pages |64 pages | | ||
| - | ^ Format | ||
| - | ^ Size |PDF: 4.91MB, DjVu: 3.8MB | | ||
| - | |||
| - | ==== CONTENTS OR SUMMARY: | ||
| - | |||
| - | * Rings, commutative ring, ring with unity (identity), examples | ||
| - | * Consequences from the definition | ||
| - | * Unit element of ring | ||
| - | * Division ring or skew field, field, zero divisor | ||
| - | * Integral domain | ||
| - | * Characteristic of ring, Boolean ring | ||
| - | * Sub-ring and related theorem | ||
| - | * Centre of ring and related theorem | ||
| - | * Ring homomorphism | ||
| - | * Isomorphism, | ||
| - | * Ideal, left ideal | ||
| - | * Right ideal, two sided ideal, examples and theorems | ||
| - | * Principal ideal, principal ideal ring and related theorem | ||
| - | * Quotient ring and related theorem | ||
| - | * Ist fundamental theorem | ||
| - | * Maximal ideal and related theorem | ||
| - | * Prime ideal and related theorem | ||
| - | * The field of quotients of an integral domain | ||
| - | * Prime field | ||
| - | |||
| - | ==== DOWNLOAD LINKS ==== | ||
| - | * **PDF File: Ring_Notes_Prof_M_Dabeer_Mughal.pdf ~ 4.91 MB** | ||
| - | * DWN **[[pdf> | ||
| - | * DWN **[[http:// | ||
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| - | * **DjVu File: Ring_Notes_Prof_M_Dabeer_Mughal.djvu ~ 3.8 MB** | ||
| - | * DWN **[[mathcity> | ||
| - | * DWN **[[http:// | ||
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| - | * **To view online at Scribd %%[%%[[http:// | ||
| - | * **To view online %%[%%[[mscnotes> | ||
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| - | ====Notes of other subjects==== | ||
| - | {{topic> | ||
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