3 papers
math-ph2026
Reducing the domain of discrete multi-time determinantal point processes
Tom Claeys, Felix Gideonse
We consider a class of discrete multi-time determinantal point processes whose correlation kernels admit a double-contour integral form, containing Schur processes as simple exampl…
math.PR2026
Asymptotics for the number of domino tilings of L-shaped Aztec domains
Christophe Charlier, Tom Claeys
We obtain precise asymptotics for the weighted number of domino tilings of an L-shaped subset of the Aztec diamond, obtained by removing an approximate rectangle in a corner of the…
math.PR2025
Counting domino and lozenge tilings of reduced domains with Padé-type approximants
Christophe Charlier, Tom Claeys
We introduce a new method for studying gap probabilities in a class of discrete determinantal point processes with double contour integral kernels. This class of point processes in…