Hall's Theorem - 33

[@chase7914]

Holy cow you actually explained it instead putting a bunch of pretentious symbols that nobody cares to remember THANK YOU!

[@200415670]

Everything about Hall's theorem make sense now

[@graphtheoryforeducators3265]

Glad I could help!

[@krag_2215]

I’ve rarely seen such a good and concise explanation. Thanks a lot!

[@syremusic_]

Well, that was easy. Graph Theory for Educators? Looks like my Educators need this video! Thank you Jessie!

[@werbungschrott4050]

wow, i study a lot with RUclips and already visited a lot of channels doing tutorials, but this channel is amazing! Never saw such a good explanation video, thanks!

[@TheCoolcat0]

I don't think an explanation can be more clear than this. Excellent examples, thanks!

[@jim7195]

omg the best video for hall's theorem so far

[@graphtheoryforeducators3265]

Glad you enjoyed it. Thanks for watching.

[@jeviwaugh9791]

Hey mate, cheers for the video. You've explained it really well for me to undestand it.

[@FelicPear]

This was so concise! Thanks for showing actual examples :D

[@ssshukla26]

Great work. Thank you.

[@jasonstinnett2467]

most helpful video i've watched so far, thanks a ton

[@vceolin3908]

Thanks! This was GREAT!

[@animexciteyourselves6576]

Thank you sir, .... from India😃😃😃

[@soma_horvath]

Big ups to you mate, very well explained.

[@marcorossettini9232]

Thank you, very helpful

[@julianj.9405]

Thanks alot for that very helpfull clip

[@ericrawls3459]

Thanks very much!

[@graphtheoryforeducators3265]

No problem. Glad it was helpful.

[@mathmahmut9655]

Thanks for this informative video!

[@graphtheoryforeducators3265]

Glad it was helpful.

[@sleepypanda7172]

I understood but its hard to find counter examples sometimes

[@heliotherapyy55]

awesome, this is the last video that I watch before final

[@JAMISONS]

Thanks, explained it better than my book or prof!

[@graphtheoryforeducators3265]

No problem. Glad it was useful.

[@graphtheoryforeducators3265]

Glad it helped!

[@omarshawky1290]

+1

[@kushalmukherjee4749]

wow!! Great explanation

[@anupbhowmik8505]

Very good explanation, thank you sir!

[@strangerindisguise7664]

Thank you.

[@akshatkharbanda8049]

wow what a good explanation, u made that sound so easy, Thanks!

[@m-meier]

thank you! great video!

[@skittles6486]

Sir, please do you make a video series on other combinatorial theorems? like ,Ramsey theorem, Schurs theorm,, Dilworth's theorem, Erdos ko rado, Sperners theorem etc.
Thank you very much for this video. I am really grateful

[@graphtheoryforeducators3265]

I currently only do graph theory. If I ever have extra time I might get to some matroids or Ramsey theory, but only graphs currently. Thanks for watching!

[@m1kezulu]

Good work man. Thanks.

[@kArhamNasir]

chup kr chobu

[@GRYL180]

What can one do with all of this then? Is this just theoretical mathematics?

[@boma8218]

amazing!!!!!!!!!!

[@superAT29]

helped a lot thank you

[@Deynea]

thanks!!

[@graphtheoryforeducators3265]

You're welcome!

[@matthewsattam1982]

thx

[@rameshverma3027]

Hi

[@nishantpatil4621]

where is the proof? you are just showing how to use it, please upload a video with proof :)

[@graphtheoryforeducators3265]

This channel is devoted to usage, rather than proof. I'm sure there are other channels (or textbooks) out there that can give you the proof. If I have extra time some day I may start including more proofs on this channel. Thanks for watching!

[@rahul.gupta.96]

what if in example 3,
X = {A,D}, so, N(X) = {3},
So, |N(X)| = 1, and |X| = 2.
Which violates Hall's theorem.. The answer should be NO.

[@graphtheoryforeducators3265]

Hi Rahul, in example 3, if X = {A,D}, then N(X) = {1,2,3}, which satisfies Hall's Theorem. You may want to go back and double check the example.

[@SaiAbitathaDUCIC]

thanks!