3:44 Introduction 12:50 Quantum Mechanics in 5 minutes 36:00 Hamiltonian in the adiabatic approximation 43:18 Electronic wavefunction - Informational challenge - variational principle 50:37 Hartree Equations 1:05:21 Computers at the time 1:10:05 Spin statistics - Exchange - Slater determinant 1:16:18 Hartree-Fock Equations 1:24:28 Reduced Density Matrices 1:29:31 Density Functional Theory 1:31:02 Thomas-Fermi approach - LDA 1:41:44 First HK Theorem 1:46:56 Second HK Theorem 1:51:23 Kohn-Sham formalism Great talk!
These lectures will be watched/rewatched for ages. Thanks to Prof. Marzari for giving us his own interpretations of this topic and expnations of the intemaditating and dare I say abstract equations. Will be looking forward to more such lectures (never ever in my life the phrase: 'will be looking forward' meant this much).
Unfortunately, the last few minutes about how to solve K-S equation doesnt covered here. But I learned the basic idea of DFT from the video updated here. Thanks again!
3:44 Introduction
12:50 Quantum Mechanics in 5 minutes
36:00 Hamiltonian in the adiabatic approximation
43:18 Electronic wavefunction - Informational challenge - variational principle
50:37 Hartree Equations
1:05:21 Computers at the time
1:10:05 Spin statistics - Exchange - Slater determinant
1:16:18 Hartree-Fock Equations
1:24:28 Reduced Density Matrices
1:29:31 Density Functional Theory
1:31:02 Thomas-Fermi approach - LDA
1:41:44 First HK Theorem
1:46:56 Second HK Theorem
1:51:23 Kohn-Sham formalism
Great talk!
These lectures will be watched/rewatched for ages. Thanks to Prof. Marzari for giving us his own interpretations of this topic and expnations of the intemaditating and dare I say abstract equations. Will be looking forward to more such lectures (never ever in my life the phrase: 'will be looking forward' meant this much).
Thanks for recording and uploading! I missing the streaming could review the webinar here.
Unfortunately, the last few minutes about how to solve K-S equation doesnt covered here. But I learned the basic idea of DFT from the video updated here. Thanks again!
Thanks sir nice explanation
Thank you sir.
Thanks