23 Sep 2011 This duality also restricts the sine-Gordon theory to only have soliton and anti- soliton solutions when β2 < 8π. 7. Page 9. 2.2 Euclidean action

We propose an action for a sine-Gordon-like theory, which reproduces the classical equations of motion of the Green-Schwarz-Metsaev-Tseytlin superstring on AdS 5 × S 5. The action is relativistically invariant. It is a mass-deformed gauged WZW model for SO(4,1) × SO(5)/SO(4) × SO(4) interacting with fermions. Renormalization Group Theory&Sine-Gordon Model.

Sine gordon action

As I briefly review, the sine-Gordon model may be obtained by dimensional and algebraic reduction from 2+2 dimensional self-dual U(2) Yang-Mills through a 2+1 dimensional integrable U(2) sigma model. I argue that the noncommutative (Moyal) deformation of this procedure should relax the algebraic reduction from U(2) → U(1) to U(2) → U(1)×U(1). The result are novel noncommutative sine We propose an action for a sine-Gordon-like theory, which reproduces the classical equations of motion of the Green-Schwarz-Metsaev-Tseytlin superstring on AdS 5 × S 5. The action is relativistically invariant.

A 45 (1992) 6019] of a kink solution to the sine-Gordon equation By placing the variables a and pa in action-angle variables (see Section 4.2), we may define

Select a Web Site. Choose a web site to get translated content where available and see local events and offers. YouTube Kids provides a more contained environment for kids to explore YouTube and makes it easier for parents and caregivers to guide their journey. This project deals with creating a numerical solver of the sine-Gordon equation using the summation- by- parts and simultaneous approximation term method in combination with a finite difference tim Teitelboim(JT) dilaton gravity and solitons in sine-Gordon field theory is described.

Soliton evolution and radiation loss for the sine-Gordon equation. If one requires that the effective action which underlies the QCD Lagrangian remains

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The 2D sine-Gordon model is mapped to the Coulomb gas model with logarithmic interaction[15]. The Kondo prob-lem also belongs to the same universality class where the scaling equations are given by those for the 2D sine-Gordon model[16]. As I briefly review, the sine-Gordon model may be obtained by dimensional and algebraic reduction from 2+2 dimensional self-dual U(2) Yang-Mills through a 2+1 dimensional integrable U(2) sigma model. I argue that the noncommutative (Moyal) deformation of this procedure should relax the algebraic reduction from U(2) → U(1) to U(2) → U(1)×U(1). The result are novel noncommutative sine We propose an action for a sine-Gordon-like theory, which reproduces the classical equations of motion of the Green-Schwarz-Metsaev-Tseytlin superstring on AdS 5 × S 5.
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The sine-Gordon equation is the classical wave equation with a nonlinear sine source term. This chapter computes a numerical solution by the method of lines (MOL), including detailed discussion of the Matlab routines and the numerical and graphical output. The sine–Gordon model is one of the simplest exactly solvable models of interacting relativistic fields, and the bosonic string propagating on is one of the simplest nonlinear string worldsheet theories. On the level of classical equations of motion these two models are equivalent.
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It is not just the sheer sine wave power of the XTZ Edge A2-300, but the sound as The Spirit 2 are wonderfully present in the action despite their size, so they

The result are novel noncommutative sine We propose an action for a sine-Gordon-like theory, which reproduces the classical equations of motion of the Green-Schwarz-Metsaev-Tseytlin superstring on AdS 5 × S 5. The action is relativistically invariant. It is a mass-deformed gauged WZW model for SO(4, 1) × SO(5)/SO(4) × SO(4) interacting with fermions.