Daniel Spielman “Miracles of Algebraic Graph Theory”
JMM 2019: Daniel Spielman, Yale University, gives the AMS-MAA Invited Address “Miracles of Algebraic Graph Theory” on January 18, 2019 at the 2019 Joint Mathematics Meetings (JMM) in Baltimore, MD.
Пікірлер: 33
This guy is a fantastic lecturer!
I believe he was talking about edge-connectivity at 12:00 instead of vertex-connectivity. He was saying vertex but his slide said edge.
@Iamfafafel
11 күн бұрын
wikipedia says vertex. tutte also says vertex
I'd love to see abstract art based on spectral graph drawing.
Great presentation! I learned a lot!
This is really helpfull as an undergrad who's into combinatorics, but can't take advanced coursed like this at college
great lecture!
great talk! thanks!
thank you youtube for recommending this
13:40 Laplacian Quadratic form and Laplacian Matirix
Jaw dropping!
Wow! Such a great lecture!
Though a little bit hard to follow, the main idea is brilliant and inspiring, wonderful talk!
Fascinating! A version of my former self is asking why I didn’t take graph theory in my last year of undergrad. My current self can barely recall harmonic analysis that I took instead.
@BRunoAWAY
2 жыл бұрын
Harmonic analysis is beaultiful
Great lecture. What tools do you use for the graphics animations?
what a powerful minded guy..
holly coconuts! okay...this lecture is good.
are densities or areas in the spectral graph correspondent to resonances
Oh this is so good.
Brilliant
Great lecture! Could you recommend any [not outdated] good book on the topic? I have a book by Bogdan Nica but it's boring as hell
@felixwhise4165
3 жыл бұрын
just a little push: maybe someone who comes across can recommend a book :)
@garfieldnate
2 жыл бұрын
Same lecturer is also writing a book. Here's the draft: cs-www.cs.yale.edu/homes/spielman/sagt/sagt.pdf
@jacobadamczyk3353
Жыл бұрын
The presenter is working on a book, available here: cs-www.cs.yale.edu/homes/spielman/sagt/
cool aspect ratio
where can i actually learn about what this means. especially about conductance
sparse approximations with epsilon accuracy blows my mind.
I'm glad that I'm at a point where I get hyped to see an influential academic talk about a cool subject than a musician sing their album back with poor audio quality
fix your video format it ruins subtitles
46:47 i call this "the asshole theorem"
What the hell am i doing here?!
I'm not that smart, yt pls don't recommend these things. Thank you