5 papers
What the Boltzmann money game teaches us about statistical mechanics (and maybe economics)
Dmitrii E. Makarov
This note explains why a large class of fair, or reversible "money games", i.e., stochastic models of wealth redistribution among agents, lead to steady states described by canonic…
Droplet growth, Ostwald's rule, and emergence of order in Fused in Sarcoma
Farkhad Maksudov, Mauro L. Mugnai, Laura Dominguez +2
The low complexity domain of Fused in Sarcoma (FUS-LC consisting of 214 residues) undergoes phase separation, resulting in a dense liquid-like phase that forms early and slowly mat…
Static vs dynamic rough energy landscapes: Where is diffusion faster?
Dmitrii E. Makarov, Peter Sollich
Molecules in dense environments, such as biological cells, are subjected to forces that fluctuate both in time and in space. While spatial fluctuations are captured by Lifson-Jacks…
Towards Markov-State Holography
Xizhu Zhao, Dmitrii E. Makarov, Aljaž Godec
Experiments, in particular on biological systems, typically probe lower-dimensional observables which are projections of high-dimensional dynamics. In order to infer consistent mod…
Hallmarks of Deception in Asset-Exchange Models
Kristian Blom, Dmitrii E. Makarov, Aljaž Godec
We investigate the transient and steady-state dynamics of the Bennati-Dragulescu-Yakovenko money game in the presence of probabilistic cheaters, who can misrepresent their financia…