Jordan Canonical Form || How to get JC form of a Matrix || By- Sunil Bansal

[@SBTechMath]

[@bhutiyapratap5695]

Bahut maja aya...aaj sikhna hi tha " jordan canonical " ...thanks a lot sir ji 🙏🙏

[@rohitgarurha4311]

Great mja aa gya esa kisi ne nhi samjhaya sab confuse kar re the ❤apne best explanation Diya h

[@anjalikushwaha3981]

This video helped me a lot.. In MSc exam. Thanks a lot sir. May God give you all that you wish

[@SBTechMath]

Thanks for your words.

[@kj_maths]

really sir apke pdhane ka tarika bohot alag hai bht easily samjhate hai main apki hr vedioa dekhti hn or meri hr problems easily solve ho jati hai fr thank you sir ....

[@ChandanKumar-dn9lz]

thanks a lot sunil bhaiya ....your teaching style is so besutiful.

[@masihasaiyed2528]

Excellent way of teaching...Keep it up👏👍🏻

[@sksampadchrist23.1.91]

Sir apka knowledge pure hai..... Very good explanation and very very helpful.....more than others videos

[@shilpirouson1516]

Watching this video I clear my doubts.❤️❤️

[@pritiyadav510]

Your passion for mathematics is amazing..even I start loving this subject . thankyou so much💛

[@geetanjalichattopadhyay6540]

You are a genius with a golden attitude. Love all your videos 🙏🙏🙏

[@Divinepeace765]

You explained very well thanku😃

[@diveshkosuri5594]

LONG VIDEO BUT, TOTALLY WORTH WATCHING!
THANK YOU SIR!

[@niharikatripathi8987]

ap bhut accha bta rhe h mera confusion dhur h gya sir thanku

[@manojkumardandapat2037]

Very nice explanation Sir...u r an excellent teacher in the world .

[@du_bhu_iitr]

Best video on this topic so far

[@soniyachaudhary6363]

thanks a lot you explain very nice.

[@AnkitSharma-ef7md]

Professor, you are doing great work. I regret not watching your video earlier. Thank you for making things easy and smooth.
keep up the good work.
And, who are these 13 people who disliked it? what they came for? to see Sheila ki jawani or Jordan Canonical form...
Ignore it, professor, you are awesome..

[@pkv768]

This video help me sir

[@bijoydutta1120]

Thanks sir.its help ful to me

[@naikyasir4864]

Thanku sir ♥️♥️♥️♥️
Amazing explanation

[@rabiyafaheem8802]

Excellent. ....Thanku so much sir....Amazing explaination

[@89-priyankayadav84]

Bahut achi video h sir thanku

[@darshanashoundic5213]

Concept clear ho gya..thank u sir...Good job sir...

[@kuladeepmazumdar346]

Very nice explanation sir. Very helpful

[@ankitasharma-zc6qz]

Sir.. ssly m your big fan now.. deep knowledge Nd the way you explain pnt to pnt .. ssly rare ...❤️.. plz mske such videos... Nd always be like this.. never change yourself. You are providing very good Nd best contain.

[@shailee.5]

It helps me alot thank you so much ..wish i saw this earlier .. excellent and amazing 💟

[@dipthakkar2476]

Very very helpful.. Thank You So much sir

[@liyaaak912]

Sir... please give me a lecture in english... bcz I dont know hindi... bt ur way of teaching is very nice... so I want to learn from u... plz give a lecture in English

[@bhubaneswarimishra2164]

Thank you so much sir 🙏 ur teaching helping as alot

[@ramavtarchoudhary1590]

Thank you sir

[@Soniya831]

Simply best sir thank u🥰

[@lalitmohanpradhan5979]

Excellent teaching stile

[@helldestroyer]

Aap bahut accha samjhate ho but please iit jam ke sewal bhi previous year wale kerwa dejeeygaa

[@SHUBHAM-sk1bb]

It's wonderful lecture.

[@jyotijyoti1008]

Its very helpful .. thanks sir

[@shamiranbordoloi9743]

thnak you sir 😄 this video is vary helpful.

[@shefalithakur4580]

Thank you sir ❤

[@thenewdimension9832]

Best effort 🥰🥰🥰🥰🥰.

[@tusharbiswas3704]

thank you so much sir

[@vaishnavisrivastava9611]

nice explanation.thankyou sir

[@udaybhansahu2971]

Very nice explanation sir

[@SBTechMath]

Keep watching

[@Priyansu_1995]

Thank you so much sir... greatly benefited...🙏🙏🙏

[@lalitmohanpradhan5979]

May God bless you health, wealth and happiness

[@kavitachauhan2071]

Very nice sir 😊

[@lovelypari373]

Very good morning Sir
Sir ur way of explanation is really worthy of appreciation. Please write books keeping the aim to qualify in csir net.

[@sawdeshkumari614]

Thanks Sir

[@ashutoshsingh4896]

Tremendous explanation sir🙏

[@bhargobgohain5468]

Excellent sir

[@schauhan7090]

Maja aa gaya sir ji
Is tarah to BHU ke professor nhi samjha paye....

[@pritimishra3486]

Too good explanation

[@chinmaykumargiri9837]

Thanks for a very useful lecture.

[@Al_hsn786]

Wow! To the point

[@amarbangla7676]

Very nice explanation... Thanku so much

[@suryanarayanarao2201]

thank u sir.nice explanation sir.

[@vikashgupta-xw5np]

Huge respect

[@NISHANISHA-rq5hw]

Very smash vedios sir.

[@ivychatterjee4348]

Excellent

[@shebasaifi7746]

Very helpful sir.. 👍

[@nilakhidoley4533]

Thank you so much sir.. It is very useful

[@rohtash43]

Exllent way of teaching ,keep it up

[@SBTechMath]

Thank you

[@shubhamkhandelwal8497]

good video

[@jatishdhamijanitj6217]

Amazing Sir huge respect to you!

[@akarshroy4461]

Thanks alot sir ji

[@pankajdongre773]

Nice explanation sir

[@liyaaak912]

Sir... could u upload a english subtitles for ur videos... bcz I want to learn the concepts of teaching clearly

[@maheshchoudhary5296]

Sir ye bahut helpful video tha

[@SBTechMath]

Thanks Mahesj

[@yogendravishwakarma5592]

Now J.C form is clear sir thanks a lot

[@SBTechMath]

Ur most welcome

[@PoojaSharma-rz2bg]

Hello Sir,
You teach very nicely, in last sum how option 2 has rank 1 as it has 1 in two rows. Please explain.

[@SBTechMath]

Reduce it to echelon form

[@PoojaSharma-rz2bg]

@@SBTechMath Thankyou Sir🙏🙏🙏

[@mathszero2129]

Sir super...sir plz coveragence pr video bna dijiya...seq mai or series maivbi

[@SBTechMath]

Sure, i will try

[@sudiptamandal8519]

nice👌👌

[@suchetasinha9360]

Thank u sir ...

[@pritikayadav621]

Thanku so much sir...

[@amitKumar-jf1vo]

Very nice

[@shashipriyanka2673]

Net ki puri preapation krna hai sir...

[@jyotiprajapati7755]

Sir your lecture is nice but please try speak a bit loud

[@swatisoni3522]

very nice sr

[@renuchoudhary6393]

Wow sir it's supered

[@digi-scrapbooking]

Sir your video are very helpful..sir please net csir ke har Sall ki algebra ki questions solve karneka video banaye..

[@nikhilyadav_math-is-my-life.-]

Sir kon sa book hai

[@bhavnamanhare1668]

Minimal polynomial se related btaye sir

[@nafeeskhan4187]

Awesome sir

[@twinkle574]

Nice explain sir

[@themathematicianwantstobem7716]

Too good sir

[@rajeshsangwan8493]

Thanku sir

[@Kishore8219]

Excellent bro thanks

[@mathsirhemrajprajapati7137]

Nice sir ji

[@ishwermalik1852]

Sir C.O.V ka strong maximum or strong minimum waala topic clear krwa do

[@indrajitpatra6791]

From a characteristic polynomial of a given matrix can we precisely say what will be the minimal polynomial? For each eigen value we can find GM by computing nullity of (A -e.v. I).Raising that value in the factor (t-e.v.)^(GM)?

[@SBTechMath]

No. Minimal poly. can't be find out directly. But if AM=GM then minimal polynomial will have linear factors

[@nikhilkumarpatel220]

Sir what if we get AM of characteristics polynomial 7, power of minimal polynomial 3 and the GM comes out to be 3.
Then the possible Jordan block can be of 3+3+1 or 3+2+2 but among this two which one is correct??

[@SBTechMath]

Correct. Max order of JC block= power in minimal polynomial.
Number of JC block= GM
Total diagonal elements= AM
Well done 👍👍👍

[@SBTechMath]

If you know about matrix then accordingly you can judge. But if u don't know about matrix, then you can find possibility.

[@jaisinghsaharan7846]

Very impressive sir

[@SandeepKumar-tf1yd]

Bahut Hard 👍

[@pritimishra3486]

Thank you soooo much

[@tanushreebiswas9394]

Sir when we get two or three JC forms corresponding to a particular min pol..are those JC forms similar??

[@SBTechMath]

No. It depends on geometric multiplicity of eigenvalues. No. Of Jordan blocks equal to GM of that eigen values and then we decide which JC form has to be chosen.

[@tanushreebiswas9394]

@@SBTechMath Thanks Sir

[@sudharsaurabh8734]

Super sir

[@jintuozah4399]

Sir can we find the geometric multiplicity from minimal poly

[@SBTechMath]

We can find possibility

[@jintuozah4399]

@@SBTechMath what is the possibility, please explain

[@SBTechMath]

@@jintuozah4399 no. of jordan block will equal to geometric multiplicity. So u can make different JC form and can predict possible geometric multiplicity of a matrix.

[@jintuozah4399]

@@SBTechMath thank you sir

[@artisahu3970]

sir bilinear form discuss kr dijiye

[@MadhuBala-mi4er]

Thank U Sir

[@abhijitmahata4149]

Super

[@ranjithabagar9646]

Helpful