Tadahiro Oh,Leonardo Tolomeo,Yuzhao Wang et al.
Tadahiro Oh et al.
In this paper, we construct invariant Gibbs dynamics for the hyperbolic Φ 2 k + 1 -model (namely, defocusing stochastic damped nonlinear wave equation forced by an additive space-time white noise) on the plane. (i) For this purpose, ...
The 3d Mixed BF Lagrangian 1-Form: A Variational Formulation of Hitchin's Integrable System [0.03%]
三维混合BF拉格朗日1形式：Hitchin integrable系统的变分公式化
Vincent Caudrelier,Derek Harland,Anup Anand Singh et al.
Vincent Caudrelier et al.
We introduce the concept of gauged Lagrangian 1-forms, extending the notion of Lagrangian 1-forms to the setting of gauge theories. This general formalism is applied to a natural geometric Lagrangian 1-form on the cotangent bundle of the sp...
Giovanni Canepa,Michele Schiavina
Giovanni Canepa
We extend the cohomological setting developed by Batalin, Fradkin and Vilkovisky (BFV), which produces a resolution of coisotropic reduction in terms of hamiltonian dg manifolds, to the case of nested coisotropic embeddings C ↪ C W...
Daniele Dorigoni,Mehregan Doroudiani,Joshua Drewitt et al.
Daniele Dorigoni et al.
Zeta generators are derivations associated with odd Riemann zeta values that act freely on the Lie algebra of the fundamental group of Riemann surfaces with marked points. The genus-zero incarnation of zeta generators are Ihara derivations ...
Marcin Lis
Marcin Lis
Livine and Bonzom recently proposed a geometric formula for a certain set of complex zeros of the partition function of the Ising model defined on planar graphs Livine and Bonzom (Phys Rev D 111(4):046003, 2025). Remarkably, the zeros depen...
Alex Bols,Mahdie Hamdan,Pieter Naaijkens et al.
Alex Bols et al.
We study Kitaev's quantum double model for arbitrary finite gauge group in infinite volume, using an operator-algebraic approach. The quantum double model hosts anyonic excitations which can be identified with equivalence classes of 'locali...
On the Classification of Bosonic and Fermionic One-Form Symmetries in [Formula: see text] d and 't Hooft Anomaly Matching [0.03%]
关于量子场论中Bosonic和Fermionic一形式对称性的分类及't Hooft anomaly匹配问题
Mahesh Balasubramanian,Matthew Buican,Rajath Radhakrishnan
Mahesh Balasubramanian
Motivated by the fundamental role that bosonic and fermionic symmetries play in physics, we study finite (non-invertible) one-form symmetries in 2 + 1 d consisting of topological lines with bosonic and fermionic self-statistics. We refer t...
Elnur Emrah,Christopher Janjigian,Timo Seppäläinen
Elnur Emrah
We study Busemann functions, semi-infinite geodesics, and competition interfaces in the exactly solvable last-passage percolation with inhomogeneous exponential weights. New phenomena concerning geodesics arise due to inhomogeneity. These i...
Sridip Pal,Jiaxin Qiao,Balt C van Rees
Sridip Pal
We consider rigorous consequences of modular invariance for two-dimensional unitary non-rational CFTs with c > 1 . Simple estimates for the torus partition function can lead to remarkably strong results. We show in particular that the spec...
Linear Stability of Schwarzschild-Anti-de Sitter Spacetimes III: Quasimodes and Sharp Decay of Gravitational Perturbations [0.03%]
施瓦茨希尔斯-反德西特时空的线性稳定性第三部分：准模和引力摄动的精确衰减率
Olivier Graf,Gustav Holzegel
Olivier Graf
In this last part of the series we prove that the slow (inverse logarithmic) decay in time of solutions to the linearised Einstein equations on Schwarzschild-Anti-de Sitter backgrounds obtained in Graf and Holzegel (Linear stability of Schw...