Cubic and General Extensions of the Lorentz Transformation
โ Scribed by Alladi Ramakrishnan
- Publisher
- Elsevier Science
- Year
- 1999
- Tongue
- English
- Weight
- 44 KB
- Volume
- 229
- Category
- Article
- ISSN
- 0022-247X
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๐ SIMILAR VOLUMES
We associate with an arbitrary system its Poincare observables. In supposing that its interaction is governed by a Hamiltonian formalism and in imposing Lorentz invariance, we show that the evolution is described by two equations which have the form of the Lorentz equation and the Thomas-Bargmann-Mi
A b s t r a c t , A generalized Dirac equation is presented as a model theory of disturbed Lorentz invariance. The physical properties of this model and experimental consequences are discussed. A program its described how such Lorentz noninvariant equations may be produced by cosmologicel induction
In this paper we generalize the cd -index of the cubical lattice to an r -cd -index , which we denote by ร ( r ) . The coef ficients of ร ( r ) enumerate augmented Andre ยด r -signed permutations , a generalization of Purtill's work relating the cd -index of the cubical lattice and signed Andre ยด per