Principal Ideal Domain - PID - Examples - Ring Theory - Lesson 58

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In this video i will explain the concept of Principal Ideal Domain with the help of examples , In this video i will explain set of integers is Principal ideal domain and every field is principal ideal domain but converse may not be true ,these are very important in Ring Theory.

everything is explained in Hindi

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Before this topic i did various other topics of Real Analysis:
My other Videos are as follows:

Metric Space

Countable and Uncountable Sets

Supremum & Infimum

Connectedness - Real Analysis

Compactness

Neighbourhoods and Limit Points- Real Analysis

Infinite Sequences - Real analysis

Indeterminate forms and l’hospital’s rule

Multiplication Tables- Shortcut tricks

Shortcut tricks to Solve linear equations

Quadratic Equations

Square and Cube Shortcuts

Number System

HCF And LCM

Multiplication Tricks

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Ma'am you are the best explan every thing ❤....😌

anuragsoni
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Mam plz suggest a book for this topic and also abstract algebra...

ajaykumarmeena
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In the first example, can't we go like this: Field->ED->PID

tbd-ej
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We took Z as PID and we proved Z as PID?? I am not getting it Ma'am?

mayuri_dutta
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