NewEvery arXiv paper, its researchers & institutions — mapped.
the archive

hep-th

114k results
hep-th2026

Holographic timelike complexity for de Sitter

Arpan Bhattacharyya, Md Khalid Hossain, Sanhita Parihar +1

hep-th2026

A-type Sigma Models from Differential Poisson Geometry

Cesar Arias, Per Sundell

hep-th2026

A Holographic Map from AdS$_3$ to CFT$_2$

Manish Ramchander, Ronak M Soni

hep-th2026

Tensionless limit of M5-brane and conformal symmetry of its bosonic body

Igor Bandos, Kurt Lechner, Dmitri P. Sorokin

hep-th2026

Dynamics of nucleation in thermal phase transitions

Oliver Gould, Joonas Hirvonen, Andrey Shkerin +1

hep-th2026

The Lorentzian Geometry of Tunneling in Global de Sitter at Late Time

Thibaut Coudarchet, Ben Freivogel, Bjoern Hassfeld +1

hep-th2026

Minimal Massive Gravity Coupled to Higher Spins

Franz Ciceri, Nihat Sadik Deger, Bastien Duboeuf +1

hep-th2026

Infrared Problem in Quantum Electrodynamics

Igor Frolov, Albert Schwarz

hep-th2026

Infinite Symmetry Algebras in Four-Dimensional Conformal Field Theories

Elizabeth Himwich, Monica Pate

hep-th2026

Towers of Operators in CFTs and Convexity Bounds at Large Charge

Fedor K. Popov, Adar Sharon

hep-th2026

From Horizon Microstates to the Black Hole Membrane

Chong-Sun Chu

hep-th2026

Hayden--Preskill recovery at finite temperature on a quantum processor: dynamics and initial state from the SYK model

Jeongho Bang, Moongul Byun, Kyoungho Cho +2

The paper extends the Hayden‑Preskill information recovery protocol by linking the scrambler to the initial state with a SWAP gate and studying recovery at finite temperature, show…

#hayden-preskill recovery#quantum scrambling#finite temperature#syk model
hep-th2026

A regulated zero-temperature construction of the Fundamental Modular Region in pure Yang--Mills theory and QCD

Rodrigo Carmo Terin

The paper defines the Fundamental Modular Region (FMR) as the zero‑temperature limit of regulated copy‑weighted Landau gauges, providing a computational method to realize absolute…

#gauge fixing#fundamental modular region#landau gauge#yang-mills theory
hep-th2026

Interior zeros of supersymmetric indices

Yu Nakayama, Tadashi Okazaki

The paper investigates interior zeros of supersymmetric indices, showing they arise when underlying arithmetic coefficients grow exponentially and can be identified from the q‑seri…

#supersymmetric index#interior zeros#q-series#gauge theory
hep-th2026

Mega-Space Current Algebra and Green-Schwarz Geometry in Heterotic String Theory

Machiko Hatsuda, Shin Sasaki, Masaya Yata

The paper develops a manifestly T‑dual formulation of heterotic string theory by constructing a mega‑space current algebra that unifies Lorentz and gauge connections, showing how C…

#heterotic string theory#t-duality#current algebra#generalized geometry
hep-th2026

Vacuum fluctuations in Rainbow space-time: Study of Casimir effect

Bhagya. R, Suman Kumar Panja

The paper calculates how rainbow‑gravity modifications to spacetime affect the Casimir energy and force between parallel plates, deriving corrected expressions and placing bounds o…

#casimir effect#rainbow gravity#quantum field theory in curved spacetime#vacuum fluctuations
hep-th2026

Covariant variation and its applications

Wen-Bin Liu, Jiang Long

The paper introduces a covariant variation operator for tensor fields that combines Lie and metric variations, studies its algebraic properties and anomalies, and applies it to sup…

#covariant variation#lie derivative#metric variation#anomalies
hep-th2026

Non-conformal obstructions to bubble expansion

David Mateos, Mikel Sanchez-Garitaonandia, Pedro Tarancón-Álvarez

The paper studies how non‑conformal thermodynamics affects the hydrodynamics of expanding bubbles in first‑order phase transitions, revealing new obstructions that limit bubble wal…

#first-order phase transitions#bubble dynamics#non-conformal equation of state#gravitational waves
hep-th2026

Soft charges and zero modes at null boundaries

Dušan Đorđević, Olivera Miskovic, Antonia Montecinos +1

The paper investigates how a global zero-mode ambiguity on null boundaries, including null infinity and black‑hole horizons, changes the canonical structure of field theories and i…

#asymptotic symmetries#null boundaries#soft charges#zero modes
hep-th2026

Non-relativistic Floquet Conformal Field Theory

Diptarka Das, Sumit R. Das, Arnab Kundu +1

The paper develops a universal framework for Floquet dynamics in non‑relativistic conformal field theories, identifying hyperbolic, elliptic, and parabolic dynamical phases and ill…

#floquet dynamics#non-relativistic conformal field theory#dynamical phases#trapped fermions
hep-th2026

Generalized Kazakov-Migdal Models on Graphs via Artin-Ihara $L$-function and Random Partitions

So Matsuura, Kazutoshi Ohta

The authors formulate Kazakov‑Migdal gauge theories on arbitrary graphs via the Artin‑Ihara L‑function, recast the cycle‑graph case as a random‑partition model with the Schur measu…

#gauge theory on graphs#kazakov-migdal model#random partitions#schur measure
hep-th2026

Light-Front approach to $4d$ massless Higher-Spin interactions

Mattia Serrani

The thesis investigates 4‑dimensional massless higher‑spin interactions using the Light‑Front (light‑cone) approach, solving quartic Poincaré algebra constraints, classifying local…

#higher-spin theory#light-front quantization#quartic interactions#celestial cft
hep-th2026

Quantum Trigonometric Spin Ruijsenaars-Schneider Models from $K$-theoretic Coulomb Branches

Gleb Arutyunov, Lukas Hardi, Rob Klabbers

The paper quantizes the trigonometric spin Ruijsenaars‑Schneider model using the K‑theoretic Coulomb branch of a 4d N=2 necklace quiver gauge theory, constructing an algebra of L‑o…

#integrable systems#Ruijsenaars‑Schneider model#K‑theoretic Coulomb branch#quantum spin chains
hep-th2026

Missing Descendants in the Carrollian Conformal Family

Yu-fan Zheng

The paper identifies missing descendant operators in Carrollian conformal symmetry, builds the full representation including a new descendant chain, and derives the resulting opera…

#carrollian conformal symmetry#representation theory#conformal field theory#flat holography