03202nam 2200493 450 991073948940332120230509200031.03-031-20120-510.1007/978-3-031-20120-2(MiAaPQ)EBC7175180(Au-PeEL)EBL7175180(CKB)25994190900041(DE-He213)978-3-031-20120-2(PPN)26780847X(EXLCZ)992599419090004120230509d2023 uy 0engurcnu||||||||txtrdacontentcrdamediacrrdacarrierLorentz symmetry breaking classical and quantum aspects /Tiago Mariz, Jose Roberto Nascimento, Albert Petrov1st ed. 2022.Cham, Switzerland :Springer,[2023]©20231 online resource (114 pages)SpringerBriefs in Physics,2191-5431Print version: Mariz, Tiago Lorentz Symmetry Breaking--Classical and Quantum Aspects Cham : Springer,c2023 9783031201196 1. Introduction -- 2.Classical aspects of the Lorentz symmetry breaking -- 3. Perturbative generation of Lorentz-violaing terms -- 4. Lorentz symmetry breaking and noncommutativity -- 5. Lorentz symmetry breaking and supersymmetry -- 6. Lorentz and CPT symmetry breaking in gravity -- 7. Experimental studies of the Lorentz symmetry breaking.This book presents a review of various issues related to Lorentz symmetry breaking. Explicitly, we consider (i) motivations for introducing Lorentz symmetry breaking, (ii) classical aspects of Lorentz-breaking field theory models including typical forms of Lorentz-breaking additive terms, wave propagation in Lorentz-breaking theories, and mechanisms for breaking the Lorentz symmetry; (iii) quantum corrections in Lorentz-breaking theories, especially the possibilities for perturbation generating the most interesting Lorentz-breaking terms; (iv) correspondence between non-commutative field theories and Lorentz symmetry breaking; (v) supersymmetric Lorentz-breaking theories; and (vi) Lorentz symmetry breaking in a curved space-time. We close the book with the review of experimental studies of Lorentz symmetry breaking. The importance and relevance of these topics are explained, first, by studies of limits of applicability of the Lorentz symmetry, second, by searches of the possible extensions of the standard model, including the Lorentz-breaking ones, and need to study their properties, third, by the relation between Lorentz symmetry breaking with string theory, fourth, by the problem of formulating a consistent quantum gravity theory, so that various modified gravity models are to be examined.SpringerBriefs in Physics,2191-5431Lorentz transformationsLorentz transformations.530.143Mariz Tiago1275271Nascimento Jose RobertoPetrov AlbertMiAaPQMiAaPQMiAaPQBOOK9910739489403321Lorentz symmetry breaking3363610UNINA