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Progress in relativity, gravitation, cosmology

Author: Valeri V Dvoeglazov; A Molgado
Publisher: Hauppauge, N.Y. : Nova Science Publishers, ©2012.
Edition/Format:   eBook : Document : EnglishView all editions and formats
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Genre/Form: Electronic books
Additional Physical Format: Print version:
Progress in relativity, gravitation, cosmology.
Hauppauge, N.Y. : Nova Science Publishers, ©2012
(DLC) 2011024894
(OCoLC)714731553
Material Type: Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: Valeri V Dvoeglazov; A Molgado
ISBN: 9781613248867 1613248865
OCLC Number: 828868929
Description: 1 online resource (x, 176 pages) : illustrations
Contents: PROGRESS IN RELATIVITY, GRAVITATION, COSMOLOGY ; PROGRESS IN RELATIVITY, GRAVITATION, COSMOLOGY ; CONTENTS ; EDITORIAL INTRODUCTION; Announcement; THE WIGNER LITTLE GROUP IN SO (3,C) AND NONLINEAR MAXWELL THEORY IN NONCOMMUTATIVE SPACE-TIME; Abstract; 1.Introduction; 2.BasicFactsintheLorentzGroup; 3.TheProblemofaLittleGroupinSO(3,C),Non-IsotropicCase; 4.OnReductionofaComplexNon-IsotropicVectortoaRealForm; 5.OnPhysicalMeaningof2-ParametricSubgroup; 6.TheProblemofaLittleGroupinSO(3,C),IsotropicCase; 7.BehavioroftheNonlinearConstitutiveRelationsundertheLorentzGroup. 8.OnConstitutiveRelationsandDiscreteDualSymmetry9.Supplement.MinkowskiConstitutiveRelationsinaComplex3-VectorForm; ConclusionandAcknowledgment; References; DIRAC-K AHLER FIELD AND 2-POTENTIAL APPROACH TO ELECTRODYNAMICS WITH TWO CHARGES; Abstract; 1.Introduction; 2.Dirac-K ahlerCompositeBoson,WaveEquation; 3.OnEquationsforParticleswithDifferentParities; 4.MasslessVectorParticle; 5.MasslessPseudovectorParticle; 6.ComparisonoftheResultsforVectorandPseudovectorFields; 7.MaxwellEquationsinthePresenceofSources:PhotonFieldswithDifferentParities; 8.ExtensionoftheMaxwellTheorytoRiemannianSpace-Time. 9.DualSymmetryintheExtendedMaxwellheoryConclusions; References; NEW REPRESENTATION FOR ENERGY-MOMENTUM AND ITS APPLICATIONS TO RELATIVISTIC DYNAMICS; Abstract; 1.Introduction; 2.RepresentationsofEnergy-MomentumasFunctionsofRapidityandItsCounterpart; 2.1.ElementsofRelativisticDynamicsofChargedParticle; 2.2.HyperbolicAngleDualtoRapidity; 3.Low-andHigh-VelocityLimitsofDiracEquation.AnalogueofPauliEquationNearLightSpeedState; 3.1.(I)TheLow-Speed(Non-relativistic)Limit; 3.2.(II)TheHighSpeedLimit; 4.MappingfromtheMasslessStateontoStatewithNon-VanishingMass. 5.CovariantFormofEvolutionEquationsWrittenwithrespecttoCounterpartofRapidityandRelatedGroupofTransformationsConclu; Acknowledgments; References; THE CHARACTERISTIC FUNCTIONS AND THEIR TYPICAL VALUES FOR THE NONLINEAR SPINORS; Abstract; 1.Introduction; 2.PropertiesoftheDarkNonlinearSpinor; 3.TheNonlinearSpinorwithElectromagneticInteraction; 4.SomeInterestingPropertiesoftheNonlinearSpinor; 5.TheTestofMass-EnergyRelation; DiscussionandConclusion; Acknowledgments; References; PARABOSE ALGEBRA AS A CANDIDATE FOR THE SPACE-TIME SUPERSYMMETRY; Abstract; 1.Introduction. 2.ParaboseAlgebraN=4asGeneralizedSuperconformalSymmetry3.RepresentationsoftheParaboseAlgebra; 4.Representationp=1; 5.Representationsp=2; Conclusion; References; EVIDENCE FOR 3-SPACE AS A DYNAMICAL SYSTEM; Abstract; 1.Introduction; 2.Dynamical3-Space; 3.Hertz-MaxwellElectromagneticTheory; 4.DerivingLorentzSymmetry; 5.ExpandingUniversefromDynamical3-Space; 6.ExpandingUniverse-MatterandRadiationOnly; 7.Friedmann-GRStandard CDMCosmologyModel; 8.Predictingthe CDMParameters and DM; 9.Dynamical3-SpaceandHotterEarlyUniverse; Conclusion; References; CLASSICAL GAUGE FIELD AS A DARK MATTER; Abstract.
Responsibility: V.V. Dvoeglazov, A. Molgado, editors.

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