1) A NEW CLASS OF MATRIX MODELS ARISING FROM THE
W(1+INFINITY) ALGEBRA.
By Henry David Herce (North Carolina State U.),
Guillermo Raul Zemba (Buenos Aires, CNEA & Favaloro U.). Mar 2002.
8pp.
Published in Phys.Lett.B537:141-146,2002
e-Print Archive: hep-th/0203228
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2) THERMAL TRANSPORT IN CHIRAL CONFORMAL THEORIES
AND HIERARCHICAL QUANTUM HALL STATES.
By Andrea Cappelli (INFN, Florence & Florence U.),
Marina Huerta (Marseille, CPT), Guillermo R. Zemba (Buenos Aires, CNEA
& Favaloro U.). DFF-375-7-2001, Nov 2001. 16pp.
Published in Nucl.Phys.B636:568-582,2002
e-Print Archive: cond-mat/0111437
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3) EFFECTIVE CHERN-SIMONS THEORIES OF PFAFFIAN AND
PARAFERMIONIC QUANTUM HALL STATES, AND ORBIFOLD CONFORMAL FIELD
THEORIES.
By Eduardo H. Fradkin (Illinois U., Urbana), Marina
Huerta (Centro Atomico Bariloche & Cuyo U.), Guillermo R. Zemba
(Buenos Aires, CNEA & Favaloro U.). Nov 2000. 25pp.
Published in Nucl.Phys.B601:591-606,2001
e-Print Archive: cond-mat/0011143
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4) HAMILTONIAN FORMULATION OF THE W (1+INFINITY)
MINIMAL MODELS.
By Andrea Cappelli (INFN, Florence & Florence U.),
Guillermo R. Zemba (Centro Atomico Bariloche & Cuyo U.).
DFF-318-8-98, Aug 1998. 34pp.
Published in Nucl.Phys.B540:610-638,1999
e-Print Archive: hep-th/9808179
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5) NUMERICAL STUDY OF HIERARCHICAL QUANTUM HALL
EDGE STATES ON THE DISK GEOMETRY.
By Andrea Cappelli (INFN, Florence & Florence U.),
Carlos Mendez (Rio de Janeiro, Pont. Univ. Catol.), Jorge M. Simonin,
Guillermo R. Zemba (Cuyo U.). Jun 1998. 25pp.
Published in Phys.Rev. B 58:16291-16304,1998
e-Print Archive: cond-mat/9806238
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6) W(1 + INFINITY) FIELD THEORIES FOR THE EDGE
EXCITATIONS IN THE QUANTUM HALL EFFECT.
By Andrea Cappelli (INFN, Florence & Florence U.),
Carlo A. Trugenberger (Geneva U.), Guillermo R. Zemba (Cuyo U. &
Centro Atomico Bariloche). DFF-257-10-96, Aug 1996. 12pp.
To be published in the proceedings of Workshop on Low
Dimensional Field Theory, Telluride, CO, 5-17 Aug 1996.
Published in Int.J.Mod.Phys.A12:1101-1111,1997
e-Print Archive: hep-th/9610019
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7) THE EXTENDED CONFORMAL THEORY OF LUTTINGER
SYSTEMS.
By Marialuisa Frau, Stefano Sciuto, Alberto Lerda
(Turin U. & INFN, Turin), Guillermo R. Zemba (Centro Atomico
Bariloche & Cuyo U.). DFTT-21-96, Jun 1996. 8pp.
Talk given at 2nd International Conference on Cosmo
Particle Physics Dedicated to the 75th Anniversary of Andrei D.
Sakharov (Cosmion 96), Moscow, Russia, 25 May - 5 Jun 1996.
Published in Int.J.Mod.Phys.A12:1113-1122,1997
Also in Sakharov Conference 1996:409-413 (QC20:I475:1996)
e-Print Archive: hep-th/9606059
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8) MODULAR INVARIANT PARTITION FUNCTIONS IN THE
QUANTUM HALL EFFECT.
By Andrea Cappelli (INFN, Florence & Florence U.),
Guillermo R. Zemba (Cuyo U. & Centro Atomico Bariloche).
DFF-249-5-96, May 1996. 38pp.
Published in Nucl.Phys.B490:595-632,1997
e-Print Archive: hep-th/9605127
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9) THE EXTENDED CONFORMAL THEORY OF THE
CALOGERO-SUTHERLAND MODEL.
By Raffaele Caracciolo, Marialuisa Frau, Alberto Lerda,
Stefano Sciuto (Turin U. & INFN, Turin), Guillermo R. Zemba (Centro
Atomico Bariloche). DFTT-13-96, Apr 1996. 12pp.
Talk given at Common Trends in Condensed Matter and
High-energy Physics, Chia Laguna, Sardinia, Italy, 3-10 Sep 1995.
e-Print Archive: hep-th/9604009
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10) ALGEBRAIC BOSONIZATION: THE STUDY OF THE
HEISENBERG AND CALOGERO-SUTHERLAND MODELS.
By Marialuisa Frau, Stefano Sciuto, Alberto Lerda
(Turin U. & INFN, Turin), Guillermo R. Zemba (Centro Atomico
Bariloche). DFTT-07-96, Mar 1996. 51pp.
Published in Int.J.Mod.Phys.A12:4611-4661,1997
e-Print Archive: hep-th/9603112
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11) W(1+INFINITY) MINIMAL MODELS AND THE HIERARCHY
OF THE QUANTUM HALL EFFECT.
By Andrea Cappelli (INFN, Florence & Florence U.),
Carlo A. Trugenberger (Geneva U.), Guillermo R. Zemba (INFN, Turin &
Turin U.). DFTT-36-95, Jun 1995. 10pp.
Presented at School on Low Dimensional Models in
Statistical Physics and Quantum Field Theory, Schladming, Austria, Mar
4-14, 1995 and at ICTP Conference on Recent Developments in Statistical
Mechanics and Quantum Field Theory, Trieste, Italy, 10-12 Apr 1995 and
at Int. Workshop on Condensed Matter Theory, Caracas, Venezuela, 12-16
Jun 1995.
Published in Nucl.Phys.Proc.Suppl.45A:112-119,1996
Also in Schladming School 1995:0249-258 (QC174.45:I75:1995)
Also in ICTP QFT 1995:112-119 (QC174.45:T71:1995)
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12) THE W (1+INFINITY) EFFECTIVE THEORY OF THE
CALOGERO-SUTHERLAND MODEL AND LUTTINGER SYSTEMS.
By Raffaele Caracciolo (INFN, Turin & Turin U.),
Alberto Lerda (Salerno U. & INFN, Naples), Guillermo R. Zemba (INFN,
Turin & Turin U.). DFTT-18-95, Mar 1995. 13pp.
Published in Phys.Lett.B352:304,1995
e-Print Archive: hep-th/9503229
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13) QUANTUM HALL FLUIDS AS W(1+INFINITY) MINIMAL
MODELS.
By Andrea Cappelli (INFN, Florence & Florence U.),
Carlo A. Trugenberger (Geneva U.), Guillermo Zemba, R. (INFN, Turin
& Turin U.). DFTT-10-95, Feb 1995. 27pp.
Contributed to CRM-CAP Summer School on Particles and
Fields '94, Banff, Canada, 16-24 Aug 1994 and Statistical Mechanics and
Quantum Field Theory, Univeristy of Southern California, Los Angeles,
CA, May 1994.
In *Los Angeles 1994, Proceedings, Recent progress in
statistical mechanics and quantum field theory* 55-80, and Turin U. -
DFTT-95-10 (95/02,rec.Feb.) 28 p, In *Banff 1994, Particles and fields*
441-468.
e-Print Archive: hep-th/9502050
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14) STABLE HIERARCHICAL QUANTUM HALL FLUIDS AS
W(1+INFINITY) MINIMAL MODELS.
By Andrea Cappelli (INFN, Florence & Florence U.),
Carlo A. Trugenberger (Geneva U.), Guillermo R. Zemba (INFN, Turin &
Turin U.). UGVA-DPT-1995-01-879, DFTT-09-95, Jan 1995. 41pp.
Published in Nucl.Phys.B448:470,1995
e-Print Archive: hep-th/9502021
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15) W(1+INFINITY) DYNAMICS OF EDGE EXCITATIONS IN
THE QUANTUM HALL EFFECT.
By Andrea Cappelli (INFN, Florence & Florence U.),
Carlo A. Trugenberger (Munich, Max Planck Inst.), Guillermo R. Zemba
(INFN, Turin & Turin U.). MPI-PHT-94-35, DFTT-16-94, Jul 1994. 38pp.
Published in Annals Phys.246:86-120,1996
e-Print Archive: cond-mat/9407095
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16) CLASSIFICATION OF QUANTUM HALL UNIVERSALITY
CLASSES BY W(1+INFINITY) SYMMETRY.
By Andrea Cappelli (INFN, Florence & Florence U.),
Carlo A. Trugenberger (Munich, Max Planck Inst.), Guillermo R. Zemba
(INFN, Turin & Turin U.). MPI-PH-93-75, DFTT-65-93, (Received Nov
1993). 11pp.
Published in Phys.Rev.Lett.72:1902-1905,1994
e-Print Archive: hep-th/9310181
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17) LARGE N LIMIT IN THE QUANTUM HALL EFFECT.
By Andrea Cappelli (INFN, Florence), Carlo A.
Trugenberger, Guillermo R. Zemba (CERN). CERN-TH-6810-93, Feb 1993.
14pp.
Published in Phys.Lett.B306:100-107,1993
e-Print Archive: hep-th/9303030
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18) SYMMETRY ASPECTS AND FINITE SIZE SCALING OF
QUANTUM HALL FLUIDS.
By Andrea Cappelli (CERN), Gerald V. Dunne (Connecticut
U.), Carlo A. Trugenberger, Guillermo R. Zemba (CERN). CERN-TH-6784-93,
Jan 1993. 15pp.
Based on talks given at Conf. on Common Trends in
Condensed Matter and High-Energy Physics, Chia Laguna, Sardinia, Italy,
Sep 6-13, 1992.
Published in Nucl.Phys.Proc.Suppl.33C:21-34,1993
e-Print Archive: hep-th/9301115
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19) CONFORMAL SYMMETRY AND UNIVERSAL PROPERTIES OF
QUANTUM HALL STATES.
By Andrea Cappelli (CERN), Gerald V. Dunne (Connecticut
U.), Carlo A. Trugenberger, Guillermo R. Zemba (CERN). CERN-TH-6702-92,
Oct 1992. 46pp.
Published in Nucl.Phys.B398:531-567,1993
e-Print Archive: hep-th/9211071
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20) INFINITE SYMMETRY IN THE QUANTUM HALL EFFECT.
By Andrea Cappelli, Carlo A. Trugenberger, Guillermo R.
Zemba (CERN). CERN-TH-6516-92, May 1992. 28pp.
Published in Nucl.Phys.B396:465-490,1993
e-Print Archive: hep-th/9206027
TOPCITE =
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21) THE CUBIC MATRIX MODEL WITH IMAGINARY COUPLING
AND 2-D GRAVITY.
By Maha Saadi, Guillermo Zemba (MIT, LNS).
MIT-CTP-1925, Jan 1991. 41pp.
Published in Int.J.Mod.Phys.A7:501-534,1992
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22) THE LARGE N LIMIT OF CHERN-SIMONS GAUGE THEORY.
By Marcelo Camperi (Boston U.), Fernando Levstein
(MIT), Guillermo Zemba (MIT, LNS). MIT-CTP-1841, BUHEP-90-7, Mar 1990.
8pp.
Published in Phys.Lett.B247:549-554,1990
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23) AN INTERPRETATION OF THE ABELIAN CHERN-SIMONS
VACUUM HOLONOMY.
By Guillermo Zemba (MIT, LNS). MIT-CTP-1721, Apr 1989.
11pp.
Published in Int.J.Mod.Phys.A5:559,1990
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24) TADPOLE GRAPH IN COVARIANT CLOSED STRING FIELD
THEORY.
By Guillermo Zemba, Barton Zwiebach (MIT, LNS).
MIT-CTP-1633, (Received Aug 1988). 23pp.
Published in J.Math.Phys.30:2388,1989
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