40 citations · 191 across the 16 of their papers we have counts for
16 papers
Color-dependent interactions in the three coloring model
Philipp C. Verpoort, Jacob Simmons, Claudio Castelnovo
Since it was first discussed by Baxter in 1970, the three coloring model has been studied in several contexts, from frustrated magnetism to superconducting devices and glassiness.…
A formula for crossing probabilities of critical systems inside polygons
Steven M. Flores, Jacob J. H. Simmons, Peter Kleban +1
In this article, we generalize known formulas for crossing probabilities. Prior crossing results date back to J. Cardy's prediction of a formula for the probability that a percolat…
Multiple-SLE connectivity weights for rectangles, hexagons, and octagons
Steven M. Flores, Jacob J. H. Simmons, Peter Kleban
In a previous article, we define "connectivity weights" to be functions with these two properties: 1) They solve the three conformal Ward identities of conformal field theory (CFT)…
Percolation crossing probabilities in hexagons: a numerical study
Steven M. Flores, Robert M. Ziff, Jacob J. H. Simmons
In a recent article, one of the authors used logarithmic conformal field theory to predict crossing-probability formulas for percolation clusters inside a hexagon with free b…
Logarithmic operator intervals in the boundary theory of critical percolation
Jacob J H Simmons
We consider the sub-sector of the logarithmic conformal field theory (LCFT) generated by the boundary condition changing (bcc) operator in two dimensional critical percolatio…
Cluster densities at 2-D critical points in rectangular geometries
Jacob J. H. Simmons, Peter Kleban, Steven M. Flores +1
Making use of a recent complete calculation of a chiral six-point correlation function C(z) in a rectangle we calculate various quantities of interest for percolation (SLE paramete…