What is Nilpotent Matrix?

Any square matrix A is called nilpotent if A^m=O, where O is a null matrix and m is any integer.

[@MikeyBarca02]

these videos, containing every information needed, that are put short to a minimum are heavily underappreciated, thx man you resolved my confusion real quick

[@ilovekorea6149]

Thankyou for quick explanation

[@sebastianreichling1286]

Very precise and concrete, thank you.

[@vd8736]

Thnx a lot sir I got this topic too..
But I have one question, is this true in every situation?

[@SUPERNOVA0083]

wdym by every situation ?

[@frankorefice4115]

thank you for the quick explanation

[@AlexzandrSpringvale]

Thanks for sharging. That was a really simple explanation.

[@Promod57]

Hello

[@Martina95673]

thanks very clear explanatìon!

[@Promod57]

Hello

[@HemaLatha-ex8ge]

Thank you very much for explanation....
You explained very well

[@8080VB]

so simple explanation thankyou sir !

[@renusagar9990]

Thank you very much sir ji 🙏

[@vimaldjsaraiyabazarsln]

Very maxxxt salve nilpotent question

[@arasturkmen]

how we can find the m if the matris are complex than the matrix in the video (sorry if I have mistake my english is not very well)

[@thecrazyhiphop720]

What is its index

[@lavishsharma1435]

Thanx u very much sir

[@MirrorWorld100]

Nilpotent main parhty waqt l silent hota hai.

[@siddhantjaiswal5154]

Thank you so much sir 😊.

[@karansingh-uw5wo]

Thank you

[@zafrullahwshharriep7300]

Thank for explanation

[@nasirofficial5128]

Goood sir g

[@Promod57]

Hello

[@raadmralphawolf3265]

tnx bro

[@azizmezal4433]

thx alot

[@bdliker3483]

Tnx a lot

[@mraadi6258]

thanks for saving th time

[@mitbarnwal056]

Thanks

[@avseqsingh7689]

nice explanation

[@Promod57]

Hello

[@googleuser4577]

nice

[@Horrortelltales]

m can be 1 or 0? not clear enough

[@barsharaniyadav8493]

Thank u sir

[@zulfiquarabro1875]

hal

[@funnycartoonclips3385]

Thu thymes thu

[@mullairajs2206]

Thank u

[@sanjeevsethi6330]

Absolutely wrong

[@fishplayztoh]

Wtf

[@venkataramanaiahgudipudi6471]

Thanks