
Explore active nematics and mechanobiology with Julia M Yeomans, delving into cutting-edge research on active matter and its applications in biological systems.

Explore computational modeling techniques for active systems, focusing on advanced concepts and practical applications in the field of active matter.

Explore theoretical foundations of active matter through ideal microscopic models, gaining insights into complex systems and their behaviors.

Explore advanced concepts in non-equilibrium statistical mechanics, including Work Identities, Fluctuation Theorem, and Macroscopic Fluctuation Theory. Learn how integrability techniques yield exact solutions.

Explore recent advancements in non-equilibrium statistical mechanics, including Work Identities, Fluctuation Theorem, and Macroscopic Fluctuation Theory. Learn how integrability techniques yield exact solutions.

Explore spacetime correlations in the classical Toda chain, comparing molecular dynamics simulations with Landau-Lifshitz theory predictions based on generalized hydrodynamics.

Explore generalised hydrodynamics in classical particle systems, focusing on asymptotic coordinates mapping and its applications in integrable systems like box-ball and Toda.

Explore results for hard rods of varying sizes in particle systems. Analyze hydrodynamic equations, Cauchy problems, and effective velocities in comparison to soliton gas models.

Explore polynuclear growth models in KPZ universality, examining integrable Markov processes and determinantal formulas governed by the non-Abelian 2D Toda lattice.

Explore dynamics of integrable spin chains, focusing on XXZ chain and Hubbard model. Examine large coupling limits and emerging effective theories in various physical situations.

Explore critical percolation models' universal behavior and conformal invariance through Yang-Baxter integrable systems and Virasoro algebra representations. Gain insights into partition functions on cylinders and tori.

Explore Onsager algebras in quantum lattice models, their role in exactly solvable systems, and recent developments in integrable quantum physics.

Explore duality, Onsager algebra, and Ising-type structures in root-of-unity six-vertex models. Uncover connections between quantum group representations and symmetries in integrable systems.

Explore advanced concepts in non-equilibrium statistical mechanics, including Work Identities, Fluctuation Theorem, and Macroscopic Fluctuation Theory. Learn how integrability techniques yield exact solutions in nonequilibrium physics.

Explore advanced concepts in non-equilibrium statistical mechanics, including Work Identities, Fluctuation Theorem, and Macroscopic Fluctuation Theory. Discover how integrability techniques yield exact solutions in nonequilibrium physics.

Explore thermalization, hadronization, and entanglement in relativistic heavy ion collisions through holographic descriptions and ER=EPR duality. Gain insights into quantum mechanics, chaos, and black hole evaporation.

Explore statistical interactions of quasi-particles in strongly interacting matter, focusing on electromagnetic effects and their implications in particle physics.

Explore effective theories in classical and quantum particle systems, focusing on dynamics of extended Fermi gases at high densities.

Explore quantum particle systems and effective theories, focusing on N-particle dynamics and the Gross-Pitaevskii equation.

Explore advanced concepts in fermion interactions, extending beyond Hartree-Fock theory for effective quantum particle systems.

Explorez les théories effectives des systèmes de particules classiques et quantiques dans les suspensions fluides.