MSc 3rd Sem Functional Analysis Hahn Banach Theorem For Normed Linear Space

[@Sweety199-r7d]

Best teacher ever.....
Thank you so much ma'am...🙏🙏🙏

[@anamikasharma8061]

good work

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Thanks

[@ankitsharma3243]

Good job👍👍👍

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Thank you

[@harikakiddy1786]

Nice I have searched in google but finally I have seen your video in your you tube channel tq so much mam

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[@jkchannel615]

Very nice explanation thank you so much

[@naazfatma1912]

Mam equation 5 me f0 or f ke beach equal to Ka hi sign Hoga ya fir less than equal to ka

[@SonamSingh-ph7td]

Same que

[@SonamSingh-ph7td]

If you know the answer..pls let me know

[@charnjeetkaur1049]

Less than equal to ka

[@nikhilsangwan6514]

Equation 7 is to show that f can be extended to a functional f0

[@vijaysaroj7868]

So nice

[@tanushreechatakwar8030]

Thank you Ma'am

[@newinnovation3340]

Thanks for nice explanation 🙏

[@shivanikushwah7714]

Bahut achhe se samjhaya h but mam inka use to reallife me kaha hota h

[@gauravtamrkar1926]

Can you provide pdf notes as my syllabus

[@TANUSharma-jk3ro]

Thank you ☺️☺️

[@shiwanibisht4403]

Yh toh hahn banach lemma h... theorem thode h poori

[@bodybuildingday]

Iska solution itna short to ni h jitna aapne kraya h.
Are you sure isme pure marks mil jayenge coz 18 ko exam h mera.

[@taptistudyclasses]

Yes absolutely but note that it is only for normed linear space

[@bodybuildingday]

Off course, is there any video of Hahn-Banach theorem for real vector spaces.

[@cute_mahi_01]

kl exam hai... kuch samjh nhi aara...
🥺🥺🥺🥺🥺

[@BittuGoryan]

Kl mera exam h or mai ajj padne aya hu😅

[@gopalwagh5694]

Tq mam

[@sgm.maurya5421]

Advanced remannian geometry ki notes h ky kisi k pass

[@vickypankaj1801]

Kuch smjhhe nhi aayaa