Matrix Membranes and Emergent Spacetime - Day 5

Explore advanced theoretical physics concepts through this workshop recording featuring five expert presentations on matrix membranes and emergent spacetime theories. Begin with Konstantinos Anagnostopoulos examining Complex Langevin studies of emergent space-time in the Lorentzian IKKT matrix model, followed by Jun Nishimura's detailed analysis of Monte Carlo simulations for both Euclidean and Lorentzian versions of the IKKT matrix model using the Lefschetz thimble method. Continue with Worapat Piensuk's presentation on a novel definition of the Lorentzian IKKT matrix model where Lorentz symmetry is fixed through the Faddeev-Popov procedure. Discover celestial holography fundamentals through Alfredo Guevara's comprehensive introduction to this emerging field, and conclude with Thomas Fischbacher's investigation into the ground state of SU(2) Yang-Mills quantum mechanics. Gain insights into cutting-edge research methodologies including complex Langevin dynamics, Monte Carlo techniques, gauge fixing procedures, holographic principles, and quantum mechanical ground state analysis as applied to matrix models and emergent geometry theories.