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Proof every polynomial map is continuous

Sir plz Urdu language

Lectures are very helpful thank you so much sir 😊

your lectures are great, but this is still introductory, you're planning to cover more advanced stuff, scheme theory etc. Thanks

@26:18 ist should be q ∘ (f ∘ g) = g

Isn't the argument @39:11 redundant, where it starts with "Similarly ..." If you've already showed that each X_i has a corresponding Y_j, this means r <= s and the union of these X_i's is X then either r=s or if there is a leftover Y_j, then it can be discarded, since even without that Y_j the union would give X

This video have an irritating background sound

Why can you use binomial theorem. We don't even know if the ring is commutative or not.

After mentioning dk not equal to zero why you written then in the next line Since dk=0

Thank u Doctor Shahnawaz Sir.I was looking for this lecture especially residual sequence and laying off.

Thank you for the videos! I would like to say that Hom_R(A,B) is not necessarily an R-module if R is not commutative (1:08). But it is a Z-module. So in general the induced sequence is a sequence of Z-modules, not R-modules

According the definition of subring which you have explained the set if natural numbers forms a subring of the set of integer but it is not a subring. You have just said that a subset of a ring closed with respect to addition and multiplication with identity is called a subring .

According the definition of subring which you have explained the set of natural numbers forms a subring of the set of integer but it is not a subring. You have just said that a subset of a ring closed with respect to addition and multiplication with identity is called a subring .

Sir, I really liked your teaching Keep uploading videos Very helpful ❤❤ Thankyou for the content 😊

Sir, I really liked your teaching Keep uploading videos Very helpful ❤❤ Thankyou for the content 😊

Sir i've got a little confusion in the proof of observation that if a, b are in G how a-b is in G?

Do you have any book or bibliography that you follow your lectures from? If so, I would like to get access to that please! Thank you :)

I feel easy to understand the concepts fr😊m your channel jazak Allah

what is the name of these theorems?

Good video but listening to the sounds your mouth makes is disgusting and makes this hard to watch

You need to Improve yourself

Sir please suggest the book you are following.

consider editing your voice next time. it's kadiri pakinggan shunga

Sir please tell me why p subset p^ n

Sir why p subset P^n

Sir commutative algebra ar aro lecture din pls...

Which book you are following!

❤

Please Sir, answer me.

Please Sir, answer me.

Please Sir, answer me.

I am following you from the Algerian, thanks for the useful information. Can I communicate with him via WhatsApp, I have a lot, but the questions I want to ask you.

I am following you from the Algerian, thanks for the useful information. Can I communicate with him via WhatsApp, I have a lot, but the questions I want to ask you.

I am following you from the Algerian, thanks for the useful information. Can I communicate with him via WhatsApp, I have a lot, but the questions I want to ask you.

I am following you from the Algerian, thanks for the useful information. Can I communicate with him via WhatsApp, I have a lot, but the questions I want to ask you.

I am following you from the Algerian, thanks for the useful information. Can I communicate with him via WhatsApp, I have a lot, but the questions I want to ask you.

I am following you from the Algerian, thanks for the useful information. Can I communicate with him via WhatsApp, I have a lot, but the questions I want to ask you.

I am following you from the Algerian, thanks for the useful information. Can I communicate with him via WhatsApp, I have a lot, but the questions I want to ask you.

Thanks for the lectures. What's the software you use to write maths? Do you use a special pad or just a software with the mouse? Thank you!

Can you share with us, the lecture notes?

I need a lecture on adjoint functor theorem , or comprehensive notes , can you help me in this

which book you are using sir?

What is the name of this program that you use to write

Sir How can i contact you can you give me your email

Great channel 😍

Why ur voice is like that?

Where is video of contractible space

Finally understood this theorem. Thanks a bunch!

Shahnawaz bhai commutative algebra k notes available hon gy pas

Yh urdu mn smja dety tu kia ho jata🙄