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The SO(8) supergravity
We present the derivation of the SO(8) supergravity theory by dimensional reduction of the supergravity theory in 11 dimensions to 4 dimensions. It has been found that the equations of motion areExpand
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Supergravity in theory in 11 dimensions
We present the action and transformation laws of supergravity in 11 dimensions which is expected to be closely related to the O(8) theory in 4 dimensions after dimensional reduction.
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Dualisation of dualities
We analyse the global (rigid) symmetries that are realised on the bosonic fields of the various supergravity actions obtained from eleven-dimensional supergravity by toroidal compactificationExpand
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Poles with Both Magnetic and Electric Charges in Nonabelian Gauge Theory
We show that a non-Abelian gauge theory with Higgs fields exhibits classical solutions which are both electrically and magnetically charged. This represents a specific realization of the dyonsExpand
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The N = 8 supergravity theory. I. The lagrangian
Abstract The SO(8) supergravity action is constructed in closed form. A local SU(8) group as well as the exceptional group E7 are invariances of the equations of motion and of a new first orderExpand
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Dualisation of dualities II: twisted self-duality of doubled fields and superdualities
We introduce a doubled formalism for the bosonic sector of the maximal supergravities, in which a Hodge dual potential is introduced for each bosonic field (except for the metric). The equations ofExpand
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Higher dimensional origin of D = 3 coset symmetries
It is well known that the toroidal dimensional reduction of supergravities gives rise in three dimensions to theories whose bosonic sectors are described purely in terms of scalar degrees of freedom,Expand
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Gravitation and Quantizations
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