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[PDF] Top 20 Boundary S-matrix for the Gross-Neveu Model

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Boundary S-matrix for the Gross-Neveu Model

Boundary S-matrix for the Gross-Neveu Model

... with boundary, a lot of work has been done extending it, especially in the analysis of different ...) Gross-Neveu (GN) model [3] on the half-line, which is closely related to the ... See full document

14

Reflection Scattering Matrix of the Ising Model in a Random Boundary Magnetic Field

Reflection Scattering Matrix of the Ising Model in a Random Boundary Magnetic Field

... pairing by means of dotted line the small circles which represent the magnetic fields (see for instance Fig. 1.b), each of which gives a factor ∆. These extra terms will certainly increase the intricacy of the ... See full document

38

New Formula for Evaluating the Number of Unit Cell of a Finite Periodic Structure Considered as Infinite Periodic One

New Formula for Evaluating the Number of Unit Cell of a Finite Periodic Structure Considered as Infinite Periodic One

... scattering matrix and applying boundary conditions for the case of finite structure, both input impedance and S-parameters have been obtained and an efficient and easy-to-use for- mula to find the ... See full document

8

A determination of Aμ2 and the non-perturbative vacuum energy of Yang–Mills theory in the Landau gauge

A determination of Aμ2 and the non-perturbative vacuum energy of Yang–Mills theory in the Landau gauge

... Gross-Neveu model [4] and the role played by their quartic interaction in the formation of a (local) composite quadratic condensate and the consequent dynamical mass generation for the originally ... See full document

12

Three-loop renormalization of the SU(Nc) non-abelian Thirring model

Three-loop renormalization of the SU(Nc) non-abelian Thirring model

... loop Gross Neveu model renormalization has been performed, primarily to deduce the renormalization group functions at this order, the issue of whether evanescent operators are generated in this ... See full document

40

Equivalence of Sturm-Liouville Problem with Finitely Many δ-Interactions and Matrix Eigenvalue Problems

Equivalence of Sturm-Liouville Problem with Finitely Many δ-Interactions and Matrix Eigenvalue Problems

... δ(x) is the Dirac delta function and λ ∈ C is a spectral parameter. Sturm-Liouville equations with Dirac delta function potentials often appear in quantum mechanics. For example, such an equations had been used for ... See full document

13

Magnetic catalysis effect in the (2+1)-dimensional Gross–Neveu model with Zeeman interaction

Magnetic catalysis effect in the (2+1)-dimensional Gross–Neveu model with Zeeman interaction

... the Zeeman interaction is not taken into account the chiral symmetry breaking, induced originally in this case by a rather strong coupling, is enhanced additionally by external magnetic field (see, e.g., in [9, 13, 15]). ... See full document

11

Image Reconstruction Algorithm for Electrical Impedance Tomographic System

Image Reconstruction Algorithm for Electrical Impedance Tomographic System

... Solver Model and Inverse Solver Model ...the boundary data accuracy and the reconstruction algorithm ...the boundary data ...solver model & inverse solver model [14]. The ... See full document

6

Phase structure of Gross-Neveu model with compactification in the presence of external magnetic field

Phase structure of Gross-Neveu model with compactification in the presence of external magnetic field

... studied Gross-Neveu model in (2+1)-dimensional space-time with one compactified dimension in presence of external magnetic field at finite tempera- ...the model is investigated in the leading ... See full document

16

Free Field Representation and Form Factors of the Chiral Gross Neveu Model

Free Field Representation and Form Factors of the Chiral Gross Neveu Model

... F model, we realise th a t the two copies of the GN model can both be solved in such a way as to provide a residue condition consistent with ...x S® case, we would need to tre a t the entire ... See full document

144

Free field representation and form factors of the chiral Gross Neveu model

Free field representation and form factors of the chiral Gross Neveu model

... In an integrable two-dimensional relativistic theory the form factors satisfy a set of axioms [1]-[3], collected in appendix A, whose solutions were found and studied for some models, see e.g. [3]-[10] and references ... See full document

59

The AdS 3 × S 3 × S 3 × S 1 worldsheet S matrix

The AdS 3 × S 3 × S 3 × S 1 worldsheet S matrix

... The S matrix we have constructed gives rise to a three-parameter family of quantum integrable models, controlled by λ, α and ...of boundary integrable boundary conditions for these models is ... See full document

43

Application of Bionics of Tiger Beetle to Aerodynamic Optimization of MIRA Fastback Model

Application of Bionics of Tiger Beetle to Aerodynamic Optimization of MIRA Fastback Model

... Numerical simulation to optimized car model was conducted. Because the optimization only involved the shape of rear window, trunk lid, and chassis of the car, the length, height and front-face area was not ... See full document

10

The Hydra model   a model for what?

The Hydra model a model for what?

... Different mental attitudes of this type can be traced far back into the history of science, and I would like to follow, and comment on a few such historical traces at this point. In a sense, Aristotle may be considered ... See full document

10

The Quantum Sine-Gordon model in perturbative AQFT : Convergence of the S-matrix and the interacting current

The Quantum Sine-Gordon model in perturbative AQFT : Convergence of the S-matrix and the interacting current

... Sine-Gordon model in the regime of the coupling constant for which there is no need for renormalization, so the time ordered products are constructed directly and, as distributions, they are shown to satisfy ... See full document

27

A Physical Model of the Interphase Boundary of the Passivating Layer on the Metal in the Electrolyte Solutions

A Physical Model of the Interphase Boundary of the Passivating Layer on the Metal in the Electrolyte Solutions

... 1) Transition current i bm of ions M in the passivating layer andtheir further transfer to the solution depends on the electric field E and the boundary concentration a m N mv2 of vacancies V om . Indeed, for ... See full document

5

Coupling physics and biogeochemistry thanks to high resolution observations of the phytoplankton community structure in the northwestern Mediterranean Sea

Coupling physics and biogeochemistry thanks to high resolution observations of the phytoplankton community structure in the northwestern Mediterranean Sea

... m s −1 along the laser beam width (5 µm) with a data recording frequency of 4 MHz, generating optical pulse shapes used as a diagnostic tool to discriminate phytoplankton ...3 s −1 for 3 min, resulting in ∼ ... See full document

28

Some remarks on the notions of boundary systems and boundary triple(t)s

Some remarks on the notions of boundary systems and boundary triple(t)s

... a boundary system in the sense of (Schubert et ...a boundary triplet and the classification of all extensions given by (Schubert et ...natural boundary system which leads to an explicit description ... See full document

8

S matrix for strings on η deformed AdS5 × S 5

S matrix for strings on η deformed AdS5 × S 5

... damental level and is related to deformations of the underlying symmetry algebra. In the light-cone gauge this symmetry algebra constitutes two copies of the centrally extended Lie superalgebra psu(2|2) with the same ... See full document

24

The gross state product and an econometric model of the state of Queensland

The gross state product and an econometric model of the state of Queensland

... 308 APPENDIX B QUEENSLAND AND AUSTRALIA ANNUAL GROSS PRODUCT COMPARISON TABLES The first part of this thesis was concerned with the estimation of the gross product of the State of Queens[r] ... See full document

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