SKM 2023 – wissenschaftliches Programm

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10:00	DY 6.1	Noether's theorem in statistical mechanics — •Sophie Hermann and Matthias Schmidt

10:15	DY 6.2	Mean-field brittle yielding of amorphous solids — •Jack T. Parley and Peter Sollich

10:30	DY 6.3	The contribution has been withdrawn.

10:45	DY 6.4	Virial coefficients of hard, anisotropic particles in two- to four-dimensional Euclidean spaces — •Markus Kulossa, Daniel Weidig, and Joachim Wagner

11:00	DY 6.5	Geometric Bounds on the Power of Adiabatic Thermal Machines — •Joshua Eglinton and Kay Brandner

11:15	DY 6.6	Hard rods on a 2D lattice system — •Michael Zimmermann

11:30		15 min. break

11:45	DY 6.7	Mean first-passage times of continuous-time random walkers determined through Wiener-Hopf integral equations — •Marcus Dahlenburg and Gianni Pagnini

12:00	DY 6.8	A combinatorial approach to the many-body density of levels and the Bethe approximation — •Carolyn Echter, Georg Maier, Juan-Diego Urbina, and Klaus Richter

12:15	DY 6.9	Integral Equations in Statistical Mechanics: A Size-effect Study — •Jose Mauricio Sevilla Moreno and Robinson Cortes-Huerto

12:30	DY 6.10	A Multiscale Approach for Large-Scale Proton Dynamics Simulations — •Christian Dreßler and Daniel Sebastiani

12:45	DY 6.11	Population Annealing and the Role of Resampling in Population Annealing — •Denis Gessert, Martin Weigel, and Wolfhard Janke