activity
20112026
most citedA microscopic approach to nonlinear Reaction-Diffusion: the case of morphogen gradient formation

26 citations · 35 across the 18 of their papers we have counts for

collaborators

23 papers

math.NT2026

Spacing statistics for a point scatterer on the cubic three-torus

Christopher Lutsko

We study the new eigenvalues of a fixed point interaction on the cubic three-torus. Their mean-one consecutive spacings converge to a probability law independent of the interaction…

math.SP2026

Spherical density for real semisimple groups

Christopher Lutsko

Let be a connected semisimple real Lie group with finite center and let be a tower of cocompact lattices. We prove that the weak injective radius property implies the s…

math.DS2026

Loss of memory in the periodic Ehrenfest model with small polyhedral scatterers

Christopher Lutsko, Jens Marklof

We determine the Boltzmann--Grad limit of the Ehrenfest ``wind-tree'' model with a periodic configuration of polyhedral scatterers. The central result is a loss-of-memory effect in…

math.NT2026

Poissonian pair correlations for the three-particle Sutherland model

Christopher Lutsko

We prove a Berry-Tabor theorem for the repulsive three-particle trigonometric Sutherland Hamiltonian. For fixed total momentum, its relative spectrum is an affine translate of the…

math.SP2026

Improved sup-norm bounds for locally symmetric spaces

Christopher Lutsko

Let be a symmetric space of noncompact type, of dimension and rank , and let . Sarnak's local bound for an -normalized spherical joint eigenfun…

math.SP2026

Exceptional eigenvalue density for thin groups

Christopher Lutsko

We prove a limit multiplicity conjecture of Hee Oh for principal congruence covers of geometrically finite hyperbolic manifolds, with an explicit power-saving rate. The rate is gov…