Deformed Spacetime: Geometrizing Interactions in Four and Five Dimensions

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Springer Science & Business Media, 4 set 2007 - 506 pagine

This volume provides a detailed discussion of the mathematical aspects and physical applications of a new geometrical structure of space-time, based on a generalization ("deformation") of the usual Minkowski space, as supposed to be endowed with a metric whose coefficients depend on the energy. This new five-dimensional scheme (Deformed Relativity in Five Dimensions, DR5) represents a true generalization of the usual Kaluza-Klein (KK) formalism.

 

Sommario

Geometrical Descriptions
3
Description of Interactions
9
Deformed Special Relativity
19
Metric Description of Interactions
53
MATHEMATICS OF DEFORMED
66
Infinitesimal Structure of Generalized SpaceTime
79
Finite Structure of Deformed Chronotopical Groups
99
38
110
Piezonuclear Reactions in Cavitated Solutions
253
DEFORMED SPACETIME IN FIVE
272
Einsteins Field Equations in 5 and Their Solutions
287
Killing Equations in the Space 5 303
302
Killing Symmetries for the 5D Metrics
313
DEFORMED SPACETIME
355
Complete Solutions of Geodesic Equations
379
Conclusions and Perspectives
389

Deformed SpaceTime Translations in Four Dimensions 155
154
Deformed Minkowski Space as Generalized Lagrange
171
EXPERIMENTS ON DEFORMED
182
Superluminal Propagation of Electromagnetic Waves
195
The Coil Experiment
213
The Speed of Gravity
221
Piezonuclear Reactions in Cavitated Water 235
234
A Reductivity of the ΥHypothesis
395
B Gravitational Killing Symmetries 413
412
4
459
References
481
70
485
Index 491
490
Copyright

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