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Rutgers Mathematics
Добавлен 22 сен 2014
This channel was created to share videos created during a conference at MIT 08/28/13-09/02/13 in honor of Dr. Israel Gelfand.
Видео
Gelfand Short Talks (part 2) 09/01/13
Просмотров 2,1 тыс.10 лет назад
Gelfand Short Talks (part 2) 09/01/13
Gelfand Short Talks (part 1) 09/01/13
Просмотров 3,1 тыс.10 лет назад
Gelfand Short Talks (part 1) 09/01/13
Introduction/Opening Gelfand Conference 08/28/13
Просмотров 26910 лет назад
Introduction/Opening Gelfand Conference 08/28/13
how does he do this sober. I don't understand
17.5 years old me leaving this comment for future me
Your démonstration is boring with no real demonstration if the real numbers of abstracts derivatives to an answer solution if global assessments definition of an conumdrum.yoi just live to drown the logics of an applied maths problem to substitution of imaginaries solutions of dancing balls abstracts substitutions .
Ok. I'm defly a Neanderthal. 😂
I think scientist character of ROHIT in Koi mil Gaya is inspired from him
I can smell the chalk fumes from here
I thought it’s Champak chacha😂
All those understanding this should be send to Mars with the first manned flight. I think the Martians can do with this information.
I never really understood maths, but after this lecture, I realise that I don't understand anything about maths. I am now watching mesmerised something I know nothing about, but cannot stop watching😊
He looks like my mathematics teacher.
Beautiful delivery in lectures
never thought i would binge watch math lectures
0:40 is the man comming is allan adams
I really love the sound of chalk pc on the board
Really when I want to sleep I play these types of lectures
Am I dumb in math coz it's difficult for me to comprehend this
No, it's because this is very advanced math maybe beyond our scope 😮
Only Indian see this lecture
Kindly change category in description.
Based
2:06:00
What the hell is this🤣
A great humble mathematician
For all those wondering what did I just watch?? !!!!!!!!!
The introduction must be there regarding the Topological surfaces and how by a homogeneous changes perhaps it may be connected with homeomorphic and the inhale dynamics becoming a diagonalisation of expandimg and contraction. But my brain is too poor to understand the mathematical implication on polinomial law of physics . But I appreciate him
Hyper cube is a convex form of enclosure which may oscillate between suction and emission a convex ejects energy internally and a concave ejects outwards as if it may be emitting uv rays or infrared rays that form an inhaling cube.Bhatgava should give initial interpretation that was the weakness of any lectuer straight away starting straight away interpret a differentiation and integration. When you crush Bhoonthi in your palmfingers it becomes integrated to form A Laddu.Now an ordinary man will understand the mathematical implication.
Hyper determinant is an algebra for multi dimensional array of numbers following a homogeneous polynomial with integer coefficients in the components of a Tensor does not have simple interpretation of geometry as discovered by Cayley in 1849 as a determinant by hyper cubes.
Hyper determinant connected with Hyper topological I surfaces it becomes a square a a polygonal by twist becomes another phase a form of disgonalisation?
When kt less than kr..
He is talking about Hyper determinant.k1+1...kr+1...between v1-v2 =,0. Tin Vi-Vr.IIt becomes hyper structure with hyperdeterminant.
Круто Михаил! очень рад за тебя и твою маму!
59:50. So the guess is than one can construct CY varieties this way with additional combinatorial data structure on Pic (X) ?
I can't get you boy....may God bless me..
i am extremely sad because in every second a talent has been murdered in India .
What?
😢
Very simple
My math teacher in high school is more genius he is teaching math without any books only chalk and eraser
But manjul bhargava the man who got field medal in 2014 for his theory of geometry of numbers and find out rank of smallest ring in mathematics 😍 😍
I hope this is a joke
@@pramodnair1249 I hope so, but I think not.
Stay in the kitchen
Immanuel rodriguez 😂😂
I don't know the great English then how can I understand. Can you make me understand in Hindi language .
@Tulsi Joshi why is he living in America then?
Proud of my great and brilliant mathematician of india. God give him long life.
Both partners are didicated mathematician.
dear sir i have a question about isomorphism can we show isomorphism of two group by found a equation that is solvable in first but not in second ? please tell me about this sir
Phak u
I thing this man is the man who knows the infinity.
probably, inf-toposes
Dr. Bhargava is very good in lecture delivery.
Tumi ki Bengali???
he is the decedent of Paul Cohen !!
who is the Professor whom Manjul Bhargava speak about ?
Professor Israel M Gelfand
he is professor at princeton , he was awarded field medal.
this is amazing.. i wonder in what sense this is part of reality i dont think this is elegant
this was actually a very easy to follow and helpful talk, I learned a lot thank you
Genius, and intriguing. One request, next time have a presentation ready, Powerpoint or overheads, anything to stop banging on the blackboard! Not only is harder to follow, it is noisy and distracting, and your speaking is paced to your writing. Keep up the amazing work, but polish the presentation!
John Stover k
Mathematicians have always presented on blackboards, what are you talking about?
its obvious I'm not even a novice mathematician :( I'm like hyper-what?????????????
Pooja Deshpande u are hyper lame
just wow!
RogueHedonist topic kya h