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Reduction of principal superbundles, Higgs superfields, and supermetric
G. Sardanashvily
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Inverse correlation between quasiparticle mass and T c in a cuprate high-T c superconductor. [PDF]
Putzke C+10 more
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Matrix γ-carboxyglutamate protein and Fetuin-A, in wet type age-related macular degeneration. [PDF]
Javadzadeh A+6 more
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Spin susceptibility of charge-ordered YBa2Cu3O y across the upper critical field. [PDF]
Zhou R+11 more
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Superfields as Representations
Fortschritte der Physik, 1975AbstractWe study irreducible and reducible representations of the generalized Lie algebra of Wess and Zumino. The algebra is integrated to a group with the help of Grassmann algebras and the representations of the algebra are made into representations of the group. We construct invariant sesquilinear forms that are positive definite for the Wess‐Zumino
B. C. Yunn, W. Rühl
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Superfield and irreducible superfield structure
Journal of Mathematical Physics, 1986Field contents for scalar superfields in different numbers of dimensions are tabulated. Tables of field contents for some irreducible superfields included in the scalar superfield in 11 dimensions are also given.
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Superparticles and Superfields
2007This chapter shows very clearly that the Clifford and spin-Clifford bundle formalism (introduced in previous chapters) offers a very simple way to write the equation of motion of a massive spinning particle. Indeed this equation is immediately derived from Frenet equations for a moving frame.
Waldyr A. Rodrigues+1 more
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Czechoslovak Journal of Physics, 1987
The contour integral formulae of the twistor theory are generalized to the supertwistor case. They yield representations of the superconformal algebrasu(2, 2¦N) in terms of superfields with arbitrary conformal weights which are defined either on chiral or on non-chiral superspaces.
J. Niederle, M. Kotrla
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The contour integral formulae of the twistor theory are generalized to the supertwistor case. They yield representations of the superconformal algebrasu(2, 2¦N) in terms of superfields with arbitrary conformal weights which are defined either on chiral or on non-chiral superspaces.
J. Niederle, M. Kotrla
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A superfield analysis of supergravity
Annals of Physics, 1979We construct a superfield theory of supergravity based on new torsion and curvature conditions in a supermanifold, in particular that the latter is superflat with specified (Dirac matrices) super-torsion in the Fermi sector. After an introductory review of super-manifold differential geometry, the super-torsion equations for the achtbein are written ...
S Downes-Martin+2 more
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Gauge superfield in six dimensions
Physical Review D, 1989In D = 6 dimensions the gauge superfield V has a higher gauge freedom than in D = 4. In the Wess-Zumino gauge there are no terms with fewer than two Grassmann variables of each type. We find all its tensor components and compute also the chiral superfield strength which contains the linearized curvature tensor of a ''graviton'' field, as well as the ...
J. J. Giambiagi, C. G. Bollini
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