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Investigation of low dimensional quantum field theories
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Here you can view and search the projects funded by NKFI since 2004
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Bajnok Z; George A: From Defects to Boundaries, közlésre elfogadva IJMPA, hep-th/0404199, 2005 | Bajnok Z; Palla L; Takács G; Tóth GZs: The spectrum of boundary states in sine-Gordon model with integrable boundary conditions, Nucl. Phys. B622 548-564, 2002 | Bajnok Z; Palla L; Takács G: Finite size effects in boundary sine-Gordon theory, Nucl. Phys. B622 565-592, 2002 | Kormos M; Palla L: Some semi-classical issues in boundary sine-Gordon model, J. Phys. A: Math. Gen. 35 5471-5488, 2002 | Bajnok Z; Palla L; Takács G: Spectrum of boundary states in N=1 SUSY sine-Gordon theory, Nucl. Phys. B644 509-532, 2002 | Bajnok Z; Bőhm G; Takács G: Boundary reduction formula, J. Phys. A: Math. Gen. 35 9333-9342, 2002 | Takács G; Watts G: RSOS revisited, Nucl. Phys. B642 456-482, 2002 | Bántay P: Symmetric products, permutation orbifolds and discrete torsions, Lett. Math. Phys. 63 209-218, 2003 | Bajnok Z; Palla L; Takács G: (Semi)classical analysis of sine-Gordon theory on a strip, Nucl. Phys. B702 448-480, 2004 | Bántay P: The kernel of the modular representation and the Galois action in RCFT, Commun. Math. Phys. 233 423-438, 2003 | Horváth Z; Lechtenfeld O; Wolf M: Noncommutative instantons via dressing and splitting approaches, JHEP 0212:060, 2002 | Bántay P: Permutation orbifolds, Nucl. Phys. B633 365-378, 2002 | Bántay P: The kernel of the modular representation and the Galois action in RCFT, Commun. Math. Phys. 233. 423-438, 2002 | Bajnok Z; Palla L; Takács G: The spectrum of boundary sine-Gordon theory, Statstical Field Theories, Kluwer Academic Publishers 195-204, 2002 | Bajnok Z; Palla L; Takács G: Boundary sine-Gordon model, Journal of High Energy physics PRHEP-unesp2002/04, 2002 | Bajnok Z; Palla L; Takács G: Boundary states in SUSY sine-Gordon model with supersymmetric integrable boundary condition, Fortscher der Physik 51. 799-804, 2003 | Bajnok Z; Dunning C; Palla L; Takács G; Wágner F: SUSY sine-Gordon theory as a perturbed conformal field theory and finite size effects, Nucl. Phys. B679 521-544, 2004 | Tóth GZs: N=1 Supersymmetric Boundary Bootstrap, Nucl. Phys. B676 497-536, 2004 | Bajnok Z; Bőhm G; Takács G: On perturbative quantum field theory with boundary, Nucl. Phys. B682 585-617, 2004 | Bántay P: Galois currents and the projective kernel in Radional Conformal Field Theory, JHEP 0303 025, 2003 | Bajnok Z; Palla L; Takács G: Finite size effects in quantum field theories with boundary from scattering data, Nucl. Phys. B716; 519-542, 2005 | Bajnok Z; Palla L; Takács G: ''(Semi)classical analysis of sine-Gordon theory on a strip'' 37th International Symposium Ahrenshoop, 2004 aug 23-27, Fortsch. Phys. 53 548-553, 2005 | Bajnok Z: "Sine-Gordon theory in finite volume" meghívott előadás MECO29 Konferencián Szlovákia /Pozsony, közlésre elfogadva, 2004 | Bajnok Z; George A: \"From defects to Bounaries\" EUCLID NETWORK School: Integrable Models and Applications, Franciaország/Montpellier, közlésre elfogadva, 2005 | Bántay P: Permutation orbifolds and their applications, Fields Inst. Comm. 39 13, 2003 | Bántay P: On generalizations of Verlinde\'s formula, Journal of Geometry and Phys 48 44-51, 2003 | Tóth GZs: A nonpertyrbative study of phase transitions in the multi frequency sine-Gordon model, J. Phys. A37 9631-9650, 2004 | Bajnok Z; Palla L; Takács G: \"(Semi)classical analysis of sine-Gordon theory on a strip and the Lüscher type correction\", 6th Bologna Workshop on CFT and Integrable Models, Bologna 2004 szeptember 22-25, közlésre elfogadva, 2005 | Bántay P: Mapping class group representations and Conformal Field Theory, Proceedings of Functional Analysis VIII., Dubrovnik, Croatia, June 15-22, 2003., 2003 | Bántay P: Simple current symmetries in RCFT, JHEP 0501:006., 2005 | C. Ahn; Z. Bajnok; R. I. Nepomechia; L. Palla; G. Takács: NLIE for hole excited states in the sine-Gordon model with two boundaries, Nucl. Phys. B714 307-335, 2005 | L. Samaj and Z. Bajnok: Exactly solvable model of the two-dimensional electrical double layer, Phys. Rev. E. 72, 061503, 2005 | G. Takács and F. Wágner: Double sine-Gordon revisited, elfogadva Nucl. Phys B. hep-th/0512265, 2005 | P. Bántay: Mapping class group representations and conformal field theory, math.qa/0501443, 2005 | P. Bántay: Caracters of crossed modules and premodular categories, math.qa/0512542, 2005 | P. Bántay and T. Gannon: Conformal characters and the modular representation, hep-th/0512011, 2005 | C. Duval; Z. Horváth; P. A. Horvaty; L. Martina; P. C. Stichel: Comment on 'Berry phasi correction to electron density in solids' by Xiao et al, 3pp. e-Print Archive: cond-mat/0509806, 2005 | C. Duval; Z. Horvath; P. A. Horvaty: FERMAT PRINCIPLE FOR POLARIZED LIGHT AND THE OPTICAL HALL EFFECT, 7pp. e-Print Archive: cond-mat/0509636, 2005 | C. Duval; Z. Horvath; P. A. Horvaty; L. Martina, P. Stichel: BERRY PHASE CORRECTION TO ELECTRON TO ELECTRON DENSITY IN SOLIDS AND 'EXOTIC' DYNAMICS, 5pp. e-Print Archive: cond-mat/0506051to appear in Mod. Phys. lett. B., 2005 | C. Duval; Z. Horvath; P. A. Horvaty: GEOMETRICAL SPINOPTICS AND THE OPTICAL HALL EFFECT, math-ph/0509031, 2005 | Z. Bajnok; L. Palla; G. Takács: ''Finite size effects in integrable boundary theories'' Varna 2005 augusztus 15-21, Quantum theory and Symmetries IV., Heron Press, Sofia megjelenőben, 2006 |
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