Principal ideal ring

This video is about
Principal ideal ring

[@deepaliarora5653]

Following u from my BSc first year and now I am in MSc still following u ..u r fabulous

[@168.anuragmishra4]

आपकी आवाज बहुत मधुर है सुनकर ही गणित समझ आ जा रहा है। अपनी इस मधुरता को हमेशा बरकरार रखे

[@praveenkumarbrathod7299]

Really the best i have ever seen such a teaching mam

[@nurnabiahmed7278]

The way you explained it is really amazing,,,,,, Thanks from Bangladesh

[@malihafatima9529]

Superb Mam👍👍👍👍👍

[@shivkumardewangan4873]

Thank you ma'am , aap bhut hi saralata se in kathin chizo ko smjha leti ho🤗

[@harveerrawat8489]

A principal ideal ring (PIR) may have zero divisors unlike a principal ideal domain(PID). For example: Quotient Ring Z/(4Z) is a PIR . Infact every Quotient Ring of a PID is a PIR. In this example, Z, the set of all integers, is a PID and thus has no zero divisors while its Quotient Ring Z/(4Z) does have zero divisor in the form of element 2+(4Z).

[@nehab2018]

Very helpful video pls make more video and cover all imp theorm and question tnku so much mam

[@dilipnagar2683]

Achcha tarika

[@AK-cw3nl]

very nice

[@hardikchauhan5721]

Tanks mam video banane ke lie

[@sweetysuneja5040]

Hlo mam plz upload ba final year all maths videos.... Ur videos are very helpful.... Bhut acha pdhate ho mam ap🙏

[@RakeshSingh-tj1qt]

Let Sl and S2 be any two ideals of R, then the ideal generated by S 1 US 2 is the set S1+ S2 obtained by adding each element of Sl with each element of S2 .? Please answer this question

[@PKsmathematicsclass]

For an ideal of a ring R to be a principal ideal it is not necessary that R will be a ring with unity. I thik 2Z also have a principal ideal . In fact 2Z is also a principal ideal ring

[@88_2x]

can help me Given that (l,+,.) is an ideal of the ring (R,+,.) Show that: if (R,+,.) is a principal ideal ring ,then so is the quotient ring (R/l,+,.)

[@mehaksran3543]

Mam can u make vedios on permutation groups and conjugate elements plz 🙏🙏🙏 yours vedios very helpful

[@sakthiviswa2]

Mam. Sylows theorem application of ring theory. How to check in sylows theorem in ring

[@jatinrollno.2683]

mam Euclidean ring krwa do please

[@prinsishukla1769]

Mam plz module theory pe videos bnaeye

[@dilipnagar2683]

Thanks beauty ravina

[@parveenmandhan625]

Thanku mam🥰😊

[@balramsinghenjoyvlogs9703]

Thanks mam.

[@jyotigahlyan6252]

Didi statics ka force of friction chapter revise krwa do plz

[@pramodmeena2684]

👍👍👍👍👍

[@mr.deepakkumar9522]

All theory portion is waste if you have not any kinds of example . Here everything is wrong

[@sumitkashyap5469]

Bakwas