Quantum gravity : International School of Cosmology and Gravitation XIV Course : 80th birthday dedication to Peter G. Bergmann, Erice, Italy 11-19 May, 1995
著者
書誌事項
Quantum gravity : International School of Cosmology and Gravitation XIV Course : 80th birthday dedication to Peter G. Bergmann, Erice, Italy 11-19 May, 1995
（The science and culture series, . Physics）
World Scientific, c1996
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内容説明・目次
内容説明
This volume contains the Proceedings of 'Quantum Gravity': a series of qualified lectures of most outstanding scientists given during the XIV Course of the International School of Cosmology and Gravitation. As usual of that School, the Course was conceived for researchers at different levels of scientific maturity ranging from post-doctorate research students to well established research workers: then in every lecture you can find an introduction where a review and analysis of the main mathematical, physical and epistemological difficulties encountered at the formulations of relativistic quantum theories are expounded, ranging from relativistic quantum mechanics and quantum field theory in Minkowski and in curved space-time to the various canonical and covariant approaches to quantum gravity.
目次
- Gravity without the metric and torsion, P. Bandyopadyay
- relativistic theories of heat, P.G. Bergmann
- classical gravity and quantum matter fields in unified field theory, H.-H. v Borzeszkowski and H.-J. Treder
- mixed field theories and Weyl-Cartan geometry, H.-H. v Borzeszkowski and H.-J. Treder
- physical theories in space-time algebra, B.K. Datta
- twistor, torsion and tensor-spinors space-time, V. de Sabbata
- quantized matter in a de Sitter gauge theory with classical metric and axial torsion, W. Drechsler
- quantum gravity and black hole entropy, V. Frolov
- null hypersurface canonical formalism, J. Goldberg
- on the gauge aspects of gravity, F. Gronwald and F.W. Hehl
- superluminal and gravitational behaviour on non-local photons, A. Komar
- describing GR by characteristic surfaces, S. Frittelli et al
- twistor theory, the Einstein equations and quantum mechanics, R. Penrose
- quantum geometry and gravity, E. Progovecki
- strings and multi-strings in black hole and cosmological spacetimes, A.L. Larsen and N. Sanchez
- what is space-time made of?, E.L. Schucking et al
- a Poincare gaug theory of gravitation in Minkowski spacetime, C. Weisendargen
- general relativity on spinor-tensor manifold, X. Yu
- a discrete approach to the quantization of spacetime, Z.-J. Zhang.
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