Sir thank u for uploading lecture in a series. Thanks for uploading 2 videos in a week. Which is helping me in maintaing the manner of studies. 1 entire topic is cleared nearly in a week 🙏
Sir pls make more videos on second chapter from krishna publication buk,topology n thnx for upload such kinds of useful videos for us (who doing self study) thankyou so much sir
Please make the video on this topics: second countable space, separable space, Lindel of theorem, continuous functions in topological spaces, continuity in Metric spaces. UNIT-II Compact Topological spaces: Continuity and compactness, compactness and base, Compactness and subbase, Product of compact spaces, Tychonoff theorem compactness, sequentially compactness and Bolzano-Weirstrass Property and their equivalences in Metric spaces. Seperation Axioms: To - space, T1 - space, Hausdroff space, Regular and completely regular and normal spaces separation Axioms and compactness. UNIT-III Connectedness: Connectedness and continuity, Product .of connected topological spaces,
Superb...
Superb teaching way sir 👌
Sir thank u for uploading lecture in a series. Thanks for uploading 2 videos in a week. Which is helping me in maintaing the manner of studies. 1 entire topic is cleared nearly in a week 🙏
That's great and easy sir
Good
sir your teaching style is absolutely great and your work is really commendable
Nice 👍
Osam bro
Thank you so much sir! Your concept is exactly the same as my college
Sir pls make more videos on second chapter from krishna publication buk,topology n thnx for upload such kinds of useful videos for us (who doing self study) thankyou so much sir
Sopper teaching sir ✨✨✨
Good 👍👍
Is this the subject -topology and functional analysis sir?? Of Msc 1st year
Yes this is topology (general and algebraic) for M.sc 1st year.
Nyc
sir is there any what's app number so that i can ask my questions..my exam is coming soon.. please sir.. reply fast
Whatsapp at 8126516328
@@maths_master thankyou sir
Please make the video on this topics:
second countable space,
separable space, Lindel of theorem, continuous functions in topological spaces, continuity in
Metric spaces.
UNIT-II
Compact Topological spaces: Continuity and compactness, compactness and base, Compactness
and subbase, Product of compact spaces, Tychonoff theorem compactness, sequentially
compactness and Bolzano-Weirstrass Property and their equivalences in Metric spaces.
Seperation Axioms: To - space, T1 - space, Hausdroff space, Regular and completely regular and
normal spaces separation Axioms and compactness.
UNIT-III
Connectedness: Connectedness and continuity, Product .of connected topological spaces,
sure,
you will get the videos soon.
@@maths_master ok