9 citations · 10 across the 6 of their papers we have counts for
7 papers
No Einstein Relation, No Problem: How Relativistic Weakly Coupled Heavy Quarks Equilibrate Beyond Leading Logarithm Anyway
Jean F. Du Plessis, Bruno Scheihing-Hitschfeld
Relativistic heavy quarks equilibrate even when their microscopic drag and momentum diffusion violate the Einstein relation. We investigate how equilibration proceeds as a function…
Attractodynamics in 0+1D
Jean F. Du Plessis, Bruno Scheihing-Hitschfeld, Rachel Steinhorst
Hydrodynamics is a macroscopic theory of long-wavelength dynamics around local thermal equilibrium. We develop attractodynamics, the analogous construction around a far-from-equili…
What is Connectivity?
Jean F. Du Plessis, Zurab Janelidze, Bernardus A. Wessels
In this paper, we explore a taxonomy of connectivity for space-like structures. It is inspired by isolating posets of connected pieces of a space and examining its embedding in the…
A Primer on Chainmails: Structures for Point-free Connectivity
J. F. Du Plessis, Zurab Janelidze, Bernardus A. Wessels
In point-free topology, one abstracts the poset of open subsets of a topological space, by replacing it with a frame (a complete lattice, where meet distributes over arbitrary join…
Finite System Size Correction to the Effective Coupling in Scattering
W. A. Horowitz, J. F. Du Plessis
We compute and explore numerically the finite system size correction to NLO scattering in massive scalar theory. The derivation uses "denominator regularization" (ins…
A Cosine Rule-Based Discrete Sectional Curvature for Graphs
J. F. Du Plessis, Xerxes D. Arsiwalla
How does one generalize differential geometric constructs such as curvature of a manifold to the discrete world of graphs and other combinatorial structures? This problem carries s…
Finite System Size Correction to NLO Scattering in Theory
W. A. Horowitz, J. F. Du Plessis
We compute scattering in massive theory on to NLO. We perform the calculations using "denominator regularization" instead of the u…