Ten-dimensional Supersymmetric {Yang-Mills} Theory With SO(8) - Covariant Light Cone Superfields

Brink, Lars; Green, Michael B.; Schwarz, John H.

doi:10.1016/0550-3213(83)90096-2

Ten-dimensional Supersymmetric {Yang-Mills} Theory With SO(8) - Covariant Light Cone Superfields

Lars Brink
(
- Goteborg, ITP
)
,
Michael B. Green
(
- Queen Mary, U. of London
)
,
John H. Schwarz
(
- Caltech
)

Mar, 1983

10 pages

Published in:

Nucl.Phys.B 223 (1983) 125-134

Published: 1983

DOI:

10.1016/0550-3213(83)90096-2

Report number:

GOTEBORG-83-7

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Abstract: (Elsevier)

The ten-dimensional supersymmetric Yang-Mills theory is formulated in terms of light-cone superfields that transform as vectors under the group of transverse Lorentz transformations (SO(8)). These superfields are constrained by a projection condition, which is solved explicitly. The superfield action is obtained by comparing its component expansion with the usual light-cone gauge component action.

SUPERSYMMETRY
GAUGE FIELD THEORY: YANG-MILLS
GAUGE FIELD THEORY: HIGHER-DIMENSIONAL
GAUGE FIELD THEORY: TEN-DIMENSIONAL
GAUGE FIELD THEORY: LIGHT CONE GAUGE
SYMMETRY: SO(8)

References(7)

Figures(0)

Supersymmetric Yang-Mills Theories

Lars Brink
(
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)
,
John H. Schwarz
(
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)
,
Joel Scherk
(
- Ecole Normale Superieure
)

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Supersymmetrical Dual String Theory

Michael B. Green
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John H. Schwarz
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Michael B. Green
(
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John H. Schwarz
(
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)

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Supersymmetrical Dual String Theory. 3. Loops and Renormalization

Michael B. Green
(
- Caltech
)
,
John H. Schwarz
(
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Michael B. Green
(
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,
John H. Schwarz
(
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)

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