Riesz's Representation Theorem || Proof

[@RAKESHKUMAR-gk3nr]

Sir I watched your complete functional analysis videos ....and so helpful for me.....lot of thanks sir for it .....your explanation way is so good....your contribution is priceless.....

[@manojrana2319]

Sari dekh li

[@jyotirohila7190]

Sir, please teach us Fluid Dynamics and Viscous Fluid Dynamics also

[@sntstITI]

Sir apka samj nahi a rha
Kuch purani terns bhi bta diya karo...plz.

[@anowarali668]

your f sholud be continuous linear functional unless you have taken H* as collection of all bounded linear functional. Right?

[@dilipnagpal3170]

Very nice and confident explanation

[@poojashrivas7483]

Sir uniform boundedness theorem ka proof explain kr dijiye please

[@ZeeshanAli-lh6te]

Sir ur method is very good plz sir in lecture ko arrange kr k upload kr dy

[@chetnaverma817]

Very well explained 🙏❤️

[@poojasingh7200]

Thank you so much sir, superb explaination👏🙏

[@ivychatterjee4348]

Great teaching skill

[@ashishgautam1717]

Sir please closed graph theorem K state and proof pe video upload kr dijiye

[@smauryavanshi5851]

Inner product space ka video to nhi mil rha h

[@teekammeena8441]

Very Nice Lecturer Sir💐

[@ShambhuRishabh]

Bahut achha sir bataye pura samajh gya dhanyavad sir❤

[@Ms.WajihaRiaz]

thankyou so much sir . your explanation is really easy and good.

[@Sparklewithshorts]

Well explained sir keep it up ❤❤❤❤

[@priyankakashyap7869]

Thank you sir🙏

[@arpnakumari524]

Sir , Riesz theore or Riesz representation theo. Dono ak hi theo.hai

[@sumanmahato471]

Hahn banach theorem ka proof upload kijiye na plz

[@monikasinghal604]

Very easy explanation

[@chandukannadaenglishhp6831]

Is this Thorem for Lp spaces measure theory

[@ehtisham49]

good explanation

[@jayanthm4310]

thank you sir it is very easy explaintion

[@kirangarg6419]

Sir yeh theorm apne kon si book se krwayi hai

[@sumankumar-vf8nt]

💓 awesome sir

[@manishasingh1023]

Sir i am unable to find hahn banach theorem in Playlist. If it is not there can you plz upload it? Plz sir 🙏

[@MonikaSharma-tz9cm]

sir apki is vdo me 24.58 pe norm of x ki value 1 kese hui kya ap ye explain kr skte h??? plz .....

[@mydearmaths1]

In definition of bounded functional we take norm of x equal to one

[@AqibHussain-u1y]

Great explanation

[@mydearmaths1]

Thanks dear

[@payalsahu7497]

Sir ye ptrsu raipur ki syllabus se h na.... reply me plz.🙏🏻

[@Manish-uq5le]

Very helpful

[@halflearned2190]

Very clear, thank you so much

[@meriawaz2276]

Sir guess me ye kuch aur trh se proof kiya gya h jiska apke proof se ma to statement match ho rha na proof but sir apka btaya hua bahut acha h kya aap mje bta skte h ki riesz representation ko aise proof kre to shi rhega n

[@mathematics1902]

Very nice sir

[@MrRespectMaths]

Thanks sir

[@pk-kq8jh]

Is theorem ka koi application btayeye please sr

[@dolphinin621]

Thanks a lot sir. very Useful 🙏

[@nithyamuthukumar7584]

Well explained sir, could you tell me which book you are following?

[@manojrana2319]

Ye konse sec me aayegi 2nd ya 4th

[@R_i_c_h_a]

Sir ye proof kon si book me h? 🙏🙏

[@shellychaudhary3220]

thank you sir.. very nice explaination😊

[@surbhijain4851]

Reisz representation theorem or reisz lemma dono same h ya different

[@mydearmaths1]

Different

[@wakeelshah5878]

♥️

[@soniabanwala6334]

Sir...riesz reprsnt on H.S or Riesz reprsnt thrm for bdd linear fxn on H.S both dono ki statemenr same hogi..

[@mydearmaths1]

Yes

[@soniabanwala6334]

@@mydearmaths1 Thanku sir...

[@manu_ruhela]

Thank you so much sir

[@teekammeena8441]

Gud Morning Sir 💐

[@badshah473]

Thnk u sir

[@ajaysirmaths6820]

Good morning sir🙏

[@mydearmaths1]

Good morning

[@j.k.sharma3669]

Why f(x) and f(z) are scalar ?

[@matthewmcgilvary3095]

f is a linear functional so by definition it is a mapping from the hilbert space into a scalar field, the real numbers or the complex numbers.

[@iforinfo4951]

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