NONLINEAR REALIZATION OF SUPERSYMMETRY BASED ON THE FRAME MATRIX REPRESENTATION OF THE GRASSMANN MANIFOLD—GEOMETRICAL MEANING OF THE ξ-FIELD IN A SUPERSYMMETRIC EXTENSION OF LOCAL LORENTZ SYMMETRY (Q3198490)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | NONLINEAR REALIZATION OF SUPERSYMMETRY BASED ON THE FRAME MATRIX REPRESENTATION OF THE GRASSMANN MANIFOLD—GEOMETRICAL MEANING OF THE ξ-FIELD IN A SUPERSYMMETRIC EXTENSION OF LOCAL LORENTZ SYMMETRY |
scientific article |
Statements
NONLINEAR REALIZATION OF SUPERSYMMETRY BASED ON THE FRAME MATRIX REPRESENTATION OF THE GRASSMANN MANIFOLD—GEOMETRICAL MEANING OF THE ξ-FIELD IN A SUPERSYMMETRIC EXTENSION OF LOCAL LORENTZ SYMMETRY (English)
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1989
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Grassmann manifold
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general linear group
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super-extension
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Lorentz symmetry
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\(\xi \) -field
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vierbein field
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0.8699856
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0.8598989
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0.8597636
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0.85856926
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0.85782844
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0.85735106
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0.85651994
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0.8543881
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