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Results:
1-9
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Results: 9
Authors:
FEICHTINGER U
MORITSCH O
RANT J
SCHWEDA M
ZERROUKI H
Citation: U. Feichtinger et al., THE FINITENESS OF THE 4-DIMENSIONAL ANTISYMMETRIC TENSOR FIELD MODEL IN A CURVED BACKGROUND, International journal of modern physics A, 13(26), 1998, pp. 4513-4537
Authors:
JOHN P
MORITSCH O
SCHWEDA M
SORELLA SP
Citation: P. John et al., ALGEBRAIC CHARACTERIZATION OF GAUGE ANOMALIES ON A NONTRIVIAL BUNDLE, Journal of mathematical physics, 39(9), 1998, pp. 4970-4981
Authors:
BLAGA PA
MORITSCH O
SCHWEDA M
SOMMER T
TATARU L
ZERROUKI H
Citation: Pa. Blaga et al., ALGEBRAIC STRUCTURE OF GRAVITY IN ASHTEKARS VARIABLES, Physical review. D. Particles and fields, 51(6), 1995, pp. 2792-2800
Authors:
MORITSCH O
SCHWEDA M
SOMMER T
Citation: O. Moritsch et al., YANG-MILLS GAUGE ANOMALIES IN THE PRESENCE OF GRAVITY WITH TORSION, Classical and quantum gravity, 12(8), 1995, pp. 2059-2069
Authors:
MORITSCH O
SCHWEDA M
SOMMER T
Citation: O. Moritsch et al., THE YANG-MILLS GAUGE FIELD-THEORY IN THE CONTEXT OF A GENERALIZED BRST-FORMALISM INCLUDING TRANSLATIONS, Helvetica Physica Acta, 68(6), 1995, pp. 577-604
Authors:
EMERY S
MORITSCH O
SCHWEDA M
SOMMER T
ZERROUKI H
Citation: S. Emery et al., LOCAL GRAVITATIONAL SUPERSYMMETRY OF CHERN-SIMONS THEORY IN THE VIELBEIN FORMALISM, Helvetica Physica Acta, 68(2), 1995, pp. 167-186
Authors:
BRANDHUBER A
MORITSCH O
DEOLIVEIRA MW
PIGUET O
SCHWEDA M
Citation: A. Brandhuber et al., A RENORMALIZED SUPERSYMMETRY IN THE TOPOLOGICAL YANG-MILLS FIELD-THEORY, Nuclear physics. B, 431(1-2), 1994, pp. 173-190
Authors:
MORITSCH O
SCHWEDA M
SORELLA SP
Citation: O. Moritsch et al., ALGEBRAIC STRUCTURE OF GRAVITY WITH TORSION, Classical and quantum gravity, 11(5), 1994, pp. 1225-1241
Authors:
MORITSCH O
SCHWEDA M
Citation: O. Moritsch et M. Schweda, ON THE ALGEBRAIC STRUCTURE OF GRAVITY WITH TORSION INCLUDING WEYL SYMMETRY, Helvetica Physica Acta, 67(3), 1994, pp. 289-344
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