Augustin Lafay

activity

20212024

most cited

U_{q} (sl_{n})

web models and

Z_{n}

spin interfaces

9 citations · 12 across the 5 of their papers we have counts for

collaborators

Showing 2024Show all

3 papers · 1 filter

math-ph2024

Planar UST Branches and $c = - 2$ Degenerate Boundary Correlations

Alex Karrila, Augustin Lafay, Eveliina Peltola +1

We provide a conformal field theory (CFT) description of the probabilistic model of boundary effects in the wired uniform spanning tree (UST) and its algebraic content, concerning…

math-ph2024

Fused Specht Polynomials and $c = 1$ Degenerate Conformal Blocks

Augustin Lafay, Eveliina Peltola, Julien Roussillon

We introduce a class of polynomials that we call fused Specht polynomials and use them to characterize irreducible representations of the fused Hecke algebra with parameter $q = - 1$ …

math-ph2024

Degenerate conformal blocks for the $W_{3}$ algebra at c=2 and connection probabilities in the triple dimer model

Augustin Lafay, Ian Le, Julien Roussillon

We study a homogeneous system of $d + 8$ linear partial differential equations (PDEs) in $d$ variables arising from two-dimensional Conformal Field Theories (CFTs) with a $W_{3}$ -symme…

Planar UST Branches and c=−2 Degenerate Boundary Correlations

Fused Specht Polynomials and c=1 Degenerate Conformal Blocks

Degenerate conformal blocks for the W3​ algebra at c=2 and connection probabilities in the triple dimer model

Planar UST Branches and $c = - 2$ Degenerate Boundary Correlations

Fused Specht Polynomials and $c = 1$ Degenerate Conformal Blocks

Degenerate conformal blocks for the $W_{3}$ algebra at c=2 and connection probabilities in the triple dimer model