4.5 Review

A pedagogical review on solvable irrelevant deformations of 2D quantum field theory

Related references

Note: Only part of the references are listed.
Article Physics, Particles & Fields

Irrelevant deformations of chiral bosons

Subhroneel Chakrabarti et al.

Summary: The study examines the TT deformations of chiral bosons and chiral fermions using the formalism developed by Sen. It is found that the TT-deformed Lagrangian can be computed in closed form for arbitrary numbers of left- and right-chiral bosons, resulting in a novel non-local action in Sen's formalism. The stress tensor of the TT-deformed free fermion is shown to coincide with the undeformed seed theory, with the behavior explained by the purely topological nature of the deformation term in the action. This observation also clarifies why the TT deformation of multiple free fermions truncates at linear order.

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Aspects of Hyperscaling Violating geometries at finite cutoff

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Summary: The study explores aspects of Hyperscaling Violating geometries at finite cutoff and zero temperature, focusing on holographic entanglement entropy, mutual information, and entanglement wedge cross section for strip-shaped entangling regions. Results show interesting features of HMI and EWCS compared to very small cutoff case, with HMI being a decreasing function and EWCS showing concavity changes. The location of phase transition and finite values are found to depend on the cutoff in this scenario.

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Maximally supersymmetric RG flows in 4D and integrability

Joao Caetano et al.

Summary: The article revisits the leading irrelevant deformation of the N = 4 Super Yang-Mills theory and investigates the integrability of the spin-chain Hamiltonian in planar perturbation theory. While there are indications that a suitable deformation might preserve integrability, the two-loop calculation conducted by the authors did not settle this question. Accidental symmetry enhancement led to the recovery of the integrable Hamiltonian of undeformed N = 4 SYM up to this order.

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T(T)over-bar-Deformed Conformal Field Theories out of Equilibrium

Marko Medenjak et al.

Summary: This study examines the out-of-equilibrium transport in T(T) over bar -deformed (1 + 1)-dimensional conformal field theories, utilizing integrability and holography to compute transport quantities. The results from both methods are in perfect agreement, confirming the T(T) over bar -deformed holographic correspondence. Additionally, integrability allows for the computation of momentum diffusion, revealing a universal formula and an intriguing connection to reversible cellular automata within T(T) over bar -deformed CFTs.

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Summary: In this paper, we discuss a novel family of Euclidean path integral states in two-dimensional holographic conformal field theories, which can be interpreted as continuous tensor network (CTN) states. These CTN states satisfy a Ryu-Takayanagi-like minimal area upper bound on entanglement entropies, with a coefficient of 14GN. The original state of the CFT can be expressed as a superposition of such CTN states, with the corresponding wavefunction being the bulk Hartle-Hawking wavefunction.

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Geometrizing non-relativistic bilinear deformations

Dennis Hansen et al.

Summary: In this study, three fundamental solvable bilinear deformations for massive non-relativistic 2d quantum field theory are defined and interpreted as coupling the theory to a specific Newton-Cartan geometry. By using gravity formulations, closed-form deformed classical Lagrangians of the Schrödinger model with a generic potential are derived, and the interpretation of dynamical change of coordinates is extended to the non-relativistic case for all three deformations.

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Penrose limit for holographic duals of JT over bar deformations

Dibakar Roychowdhury

Summary: In this study, bosonic string sigma models on warped BTZ x S-3 were explored both within and beyond the plane wave limit. By using the light cone gauge and conformal gauge, the corresponding Hamiltonian and spectrum associated with the pp wave strings were obtained, revealing a constant shift and corrections due to TsT transformations along the isometries of the target space manifold. The energy positivity constraint on the CFT2 spectrum was imposed to estimate an upper bound on the shift, and it was found that the spectra obtained using both approaches were identical, demonstrating equivalence.

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Conformal boundary conditions from cutoff AdS3

Evan Coleman et al.

Summary: The passage discusses a specific flow constructed in the space of 2D Euclidean QFTs, which is argued to be dual to a class of solutions in 3D Euclidean gravity with conformal boundary conditions. This new flow originates from a Legendre transform of the kernel implementing the T(T) over bar deformation. The equivalence between the flow equation and variants of the Wheeler de-Witt equation for a torus universe in the Constant Mean Curvature (CMC) slicing is demonstrated.

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T(T)over-bar/J(T)over-bar-deformed WZW models from Chern-Simons AdS3 gravity with mixed boundary conditions

Miao He et al.

Summary: In this work, mixed boundary conditions in AdS(3) gravitational theory are considered, leading to nontrivial boundary terms and providing the spectrum of T (T) over bar /J (T) over bar -deformed CFTs. By using the Chern-Simons formalism of AdS(3) gravity, the constrained T (T) over bar -deformed Wess-Zumino-Witten (WZW) model is derived, which is shown to be the T (T) over bar -deformed Alekseev-Shatashvili action after disentangling the constraints. Additionally, a J (T) over bar -deformed WZW model is obtained by adding a U(1) gauge field associated to the current J, and its action can also be constructed from the gravity side.

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Thermal transport in T(T)over-bar-deformed conformal field theories: From integrability to holography

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T(T)over-bar, (J)over-tildeJ, JT and (J)over-tildeT deformations

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Gravitational perturbations as T(T)over-bar-deformations in 2D dilaton gravity systems

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T(T)over-bar, J(T)over-bar, T(J)over-bar partition sums from string theory

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Heating up holography for single-trace J(T)over-bar deformations

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Non-linear supersymmetry and T(T)over-bar-like flows

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Expectation value of T(T)over-bar operator in curved spacetimes

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Correlation functions, entanglement and chaos in the TT/JT-deformed CFTs

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TT over bar Deformation and the Complexity=Volume Conjecture

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TT deformed CFT as a non-critical string

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T(T)over-bar and EE, with implications for (A)dS subregion encodings

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T(T)over-bar-deformation and long range spin chains

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Current-current deformations, conformal integrals and correlation functions

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Large N analysis of T(T)over-bar-deformation and unavoidable negative-norm states

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Supersymmetric JT and TJ deformations

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Flow Equations for Generalized TT Deformations

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T(T)over-bar deformed YM2 on general backgrounds from an integral transformation

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Non-relativistic duality and TT deformations

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A path integral realization of joint JT, TJ and TT flows

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Thermodynamics of TT, JT, TJ deformed conformal field theories

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TsT, T(T)over-bar and black strings

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TT deformation of classical Liouville field theory

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Remarks on the thermodynamic stability of T(T)over-bar deformations

Jose L. F. Barbon et al.

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T(T)over-bar-deformation and Liouville gravity

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Strings, symmetric products, T(T)over-bar deformations and Hecke operators

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T(T)over-bar Deformation and the Light-Cone Gauge

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KdV charges and the generalized torus partition sum in T(T)over-bar deformation

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Gravitational path integral from the T2 deformation

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Fix the dual geometries of TT deformed CFT2 and highly excited states of CFT2

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TT-deformation of q-Yang-Mills theory

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Random boundary geometry and gravity dual of TT deformation

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TT and JT deformations in quantum mechanics

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Integrability and renormalization under T(T)over-bar

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T(T)over-bar in AdS2 and quantum mechanics

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T(T)over-bar flows and (2,2) supersymmetry

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Surface/state correspondence and T(T)over-bar deformation

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A non-abelian analogue of DBI from T (T)over-bar

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T(T)over-bar deformations as TsT transformations

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Comments on T(T)over-bar double trace deformations and boundary conditions

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dS/dS and T(T)over-bar

Victor Gorbenko et al.

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Holographic complexity equals which action?

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The TT perturbation and its geometric interpretation

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Holographic integration of T(T)over-bar & J(T)over-bar via O(d, d)

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The holographic interpretation of J(T)over-bar-deformed CFTs

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Holography at finite cutoff with a T2 deformation

Thomas Hartman et al.

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Sphere partition functions & cut-off AdS

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Holographic entanglement entropy in cutoff AdS

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Generalised Born-Infeld models, Lax operators and the T(T)over-bar perturbation

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Complexity and behind the horizon cut off

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Finite cutoff AdS5 holography and the generalized gradient flow

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Strings on warped AdS3 via T(J)over-bar deformations

Luis Apolo et al.

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J(T)over-bar deformed CFT2 and string theory

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The T (T)over-bardeformation of quantum field theory as random geometry

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Entanglement entropy in T(T)over-bar-deformed CFT

Bin Chen et al.

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Strings on NS-NS backgrounds as integrable deformations

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An integrable Lorentz-breaking deformation of two-dimensional CFTs

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Amit Giveon et al.

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