Simple Module is isomorphic to R/I Where I is maximal left ideal (part-2)

[@prachi_]

Advance* abstract algebra (correction in spelling)Simple & semi- simple Module [Definition & Theorems] part-1 ua-cam.com/video/flUdUjSXkUg/v-deo.html
Abelian group generated by X1 and X2 isomorphic to Z/6Z or Z/8Z (part-3)
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[@vermastudiesmathematics3274]

Superb

[@ravinderbagri5202]

Import. H kya ye first mi jo theorem thii

[@prachi_]

Yes

[@vermastudiesmathematics3274]

Sylow Theorem ,and Questions per video bnaoo plz.

[@prachi_]

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[@prachi_]

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[@prachi_]

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[@prachi_]

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[@vermastudiesmathematics3274]

Thank you Mam from the bottom of my heart, student of Msc from HPU SHIMLA.😊

[@aradhnaekka4612]

Mam just iske neeche wala theorem kon se part me hai

[@prachi_]

I will soon upload ...

[@ManishaAnjana-k3v]

Tq ma'am 🎉

[@prachi_]

🙂

[@chakebobeyikaso1792]

If M and N are simple R-modules, then HomR(M, N) 6= {0} if and only if M and
N are isomorphic.

[@preetidevi3383]

Thanks ji

[@prachi_]

🙂

[@PiyushNarang-bs4oh]

Can you please provide pdf of abstract algebra please!

[@prachi_]

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