Mathematical Physics Analysis and Geometry is a peer-reviewed journal organized by sections. Each section operates independently in editorial terms and provides a high-level forum for research articles in their respective fields. The entire editorial board is committed to ensuring an accurate and rapid review process. The section on Probability and Statistical Physics focuses on processes arising in probability models and spatial stochastic statistical physics, with examples including interacting particle systems, non-equilibrium statistical mechanics, integrable probability, random graphs and percolation, critical phenomena, and conformal theory. The applications of probability theory and statistical physics in other areas of mathematics, such as analysis (random probability distributions), stochastic geometry, and combinatorics, are also addressed. The Quantum Theory section publishes research papers related to developments in geometry, probability, and analysis associated with quantum theory. Topics covered include classical and quantum field theory, deformation and geometric quantization, index theory, Lie algebras and Hopf algebras, non-commutative geometry, spectral theory of quantum systems, disordered quantum systems (Anderson localization and quantum diffusion), many-body quantum physics and its applications in condensed matter theory, partial differential equations arising from quantum theory, quantum lattice systems, topological phases of matter, equilibrium and non-equilibrium quantum statistical mechanics, multi-scale analysis, and rigorous renormalization group.