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Your search keyword '"Killing spinor"' showing total 11 results
Start Over Descriptor "Killing spinor" Publisher springer berlin heidelberg
11 results on '"Killing spinor"'

4. Anti-de-Sitter Spacetime and Its Uses

Author

Gibbons, G. W., Beig, R., editor, Ehlers, J., editor, Frisch, U., editor, Hepp, K., editor, Jaffe, R. L., editor, Kippenhahn, R., editor, Ojima, I., editor, Weidenmüller, H. A., editor, Wess, J., editor, Zittartz, J., editor, Beiglböck, W., editor, Cotsakis, Spiros, editor, and Gibbons, Gary W., editor

Published
2000
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5. Properties of intersecting p-branes in various dimensions

Author

Aref’eva, I.Ya., Ivanov, M. G., Rytchkov, O. A., Araki, H., editor, Beig, R., editor, Ehlers, J., editor, Frisch, U., editor, Hepp, K., editor, Jaffe, R. L., editor, Kippenhahn, R., editor, Weidenmüller, H. A., editor, Wess, J., editor, Zittartz, J., editor, Beiglböck, W., editor, Lehr, Sabine, editor, Wess, Julius, editor, and Akulov, Vladimir P., editor

Published
1998
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7. Supergravity in eleven-dimensional space-time

Author

Englert, F., Nicolai, H., Araki, H., editor, Ehlers, J., editor, Hepp, K., editor, Kippenhahn, R., editor, Weidenmüller, H. A., editor, Zittartz, J., editor, Denardo, G., editor, Ghirardi, G., editor, and Weber, T., editor

Published
1984
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8. Lower eigenvalue estimates on closed manifolds

Author

Nicolas Ginoux

Subjects
Physics, symbols.namesake, Killing spinor, symbols, Spin structure, Dirac operator, Eigenvalues and eigenvectors, Mathematical physics, Scalar curvature
Published
2009

9. Upper eigenvalue bounds on closed manifolds

Author

Nicolas Ginoux

Subjects
symbols.namesake, Closed manifold, Killing spinor, symbols, Sectional curvature, Dirac operator, Eigenvalues and eigenvectors, Mathematical physics, Mathematics
Published
2009

10. Anti-de-Sitter Spacetime and Its Uses

Author

Gary W. Gibbons

Subjects
Theoretical physics, AdS/CFT correspondence, Compactification (physics), Spacetime, Covering space, Killing spinor, Minkowski space, Anti-de Sitter space, D-brane, Mathematics
Abstract

This is a pedagogical account of some of the global properties of Antide- Sitter spacetime with a view to their application to the AdS/CFT correspondence. Particular care is taken over the distinction between Anti-de-Sitter and its covering space. It is argued that it is the former which is important.

Published
2000

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