FRHTP Postdoctoral fellow, CQuIC, UNM
In this course, I will introduce the basic concepts in statistical physics, focusing on Landau's approach to phase transitions, critical exponents, universality class, Landau Ginzburg theory, functional integrals and renormalization group. This is followed by student presentations on more advanced topics that are relevant to quantum information science.
Ising model, Mean field theory, Landau phase transition, critical exponents, universality class.
Landau Ginzburg free energy, functional integral, Green's functions, correlation functions
Renormalization, real-space renormalization, Wilsonian renormalization, Gaussian fixed point, non-Gaussian fixed point.
Continuous symmetries, O(N) models.
Presenter: Andrew Zhao
Quantum phase transitions.
Presenter: Karthik Chinni
Quantum-to-classical mapping.
Presenter: Sivaprasad Omanakuttan
Locality in many-body physics.
Presenter: Manuel Munoz
Thermalization and localization
Presenter: Samuel Slezak
Quantum phase transitions without symmetry breaking.
Presenter: Tyler Thurtell
Wavefunction renormalization
Presenter: Austin Daniel
Review on Tensor networks.
Presenter: Rafael Alexander
Renormalization in MPS.
Presenter: Vikas Buchemmavari
DMRG, tDMRG, open systems ideas.
Presenter: Anupam Mitra
Contact srayatunm@unm.edu to get more information on the course
CQuIC homepage: cquic.unm.edu/