Its strangely satisfying to listen to Susskind and have no clue what he is talking about apart for moments when “black hole” is mentioned in which moment I just reconfirm myself that we are still talking about something where I feel happy
@@mrtpsoroush He also made a talk about one of his papers titled "Infinite Temperature's not so hot.", and its on youtube with the same name if you didnt see. it quite interesting, its abput de sitter space and holography
He talks about the Hamiltonian at 35:00 Could you say the potential energy is static (because representive of the 'negative mass' repulsion) and the no-hair of the black hole, while the kinetic energy is the complexity C (and information)? And as the Hamiltonian has time evolution, and the momentum is the only free variable (kinetic energy), the momentum is a standin for time in relativity for the black hole here?
Its strangely satisfying to listen to Susskind and have no clue what he is talking about apart for moments when “black hole” is mentioned in which moment I just reconfirm myself that we are still talking about something where I feel happy
Hahaha, this is so true.
Wooo, Leonard Susskind is still out there! He's been really quiet the past couple years, and I was worried he had turned in for good.
Dito
this was made in jan 2020
Yeah this is a lecture from Jan 2020. The second last video on my channel is from Sept 2021 and one of the latest lectures I've seen of him
@@mrtpsoroush He also made a talk about one of his papers titled "Infinite Temperature's not so hot.", and its on youtube with the same name if you didnt see. it quite interesting, its abput de sitter space and holography
No one is leaving with that much get go on Alice and Bob.
Loved this lecture, very clear ❤️ love mixing the Newtonian and Einstein characteristics
Just adding asymmetry?
He talks about the Hamiltonian at 35:00 Could you say the potential energy is static (because representive of the 'negative mass' repulsion) and the no-hair of the black hole, while the kinetic energy is the complexity C (and information)?
And as the Hamiltonian has time evolution, and the momentum is the only free variable (kinetic energy), the momentum is a standin for time in relativity for the black hole here?
Is the boundary length and the momentum related to the size of the particle that is reflected?
Gravity is the resistance to changing states
Depending on mass and the distance between these forces of attraction and complex motion ?
Where did you find this one mate?