activity
19972026
most citedPulling absorbing and collapsing polymers from a surface

66 citations · 746 across the 88 of their papers we have counts for

collaborators

94 papers

math.CO2026

Moment obstructions and continuum-to-discrete bounds for checkerboard no-three-in-line sets

Jujhar Aujla, Thomas Prellberg, Nirvair Sandhu

Fix one colour class in the checkerboard colouring of an integer grid, and let be the largest subset having at most two points in every row, column…

math.CO2026

Cayley-graph density of Thompson's group F: local deletions and finite-window bounds

Thomas Prellberg

Let be the Cayley graph of Thompson's group with its standard generators. Belk and Brown constructed finite marked-forest subgraphs of limiting density , and Guba show…

math.NT2026

Three Irrationality Results for the Dilogarithm: Rhin--Viola and Viola--Zudilin Constructions at , , and

Thomas Prellberg

We prove the irrationality of \[ \Li_2(-1/4),\qquad \Li_2(1/5),\qquad \Li_2(-1/3). \] The three arguments form a natural progression. The first is an endpoint completion of the fiv…

math.AG2026

Collision-Generated Compression for Homogeneous Keller Maps

Thomas Prellberg

We associate to a collision of a homogeneous Keller map the polarization subalgebra generated by and . This collision hull is the smallest i…

math.CO2026

Area and water-capacity statistics for upper hulls of Dyck paths

Aleksander L. Owczarek, Thomas Prellberg

We study Dyck paths refined simultaneously by proper area and water capacity, where water capacity is measured above the path and below its lattice-path upper hull. The finite-heig…

math.CO2026

No-three-in-line sets on the checkerboard grid

Thomas Prellberg

The classical no-three-in-line problem asks for the largest number of points that can be chosen from an grid with no three collinear; it remains open whether the…