FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2275606478> ?p ?o ?g. }

• W2275606478 endingPage "36" @default.
• W2275606478 startingPage "23" @default.
• W2275606478 abstract "An introduction to many of the important features of the Hypergeometric Relativity Theory in n dimensional spaces (nDspaces) is presented whose plane coordinates are hypergometric valued quantities which incorporate hypergeometric conctructions and degrees of freedom associated with the collective particles, dynamics of particles in nD dimensional spacetime backgrounds. nD space relativity naturally incorporates the ideas of an invariant coordinates, higher derivative transformations and variable dimensions. It permits to study the dynamics of all particles on unified fields. It solves the ordering ambiguities in Quantum Field Theory and Relativistic Mechanics, the problem of time in Cosmology and superluminal propagation without violations of causality.It is possible that null paths in nD appear as the timelike paths of massive particles in 4D; where there is an hyperspaces in the hyperdimensions around the hypersurface we call spacetime. A particle in nD may be regarded as multiply imaged in 4D, and the 4D equivalence principle may be regarded as symmetry of the nD metric. Itzhak Bars has developed two dimensional time theory what it is called 2T physics. 2T-physics will have additional dimensions, one of space and one of time, can coexist with the familiar 3+1 dimensions. There are gauge symmetries that effectively reduce 2T-physics in 4+2 dimensions to 1T-physics in 3+1 dimensions. Theory of Hypergometric Relativity is based on 3 geometric and n time dimensions. Let S is a motion space, c is speed of light, first time dimension is local time, second time dimension is nonlocal time. Transformations of Relativity principle in phase-spaces follow and the study of the invariance group of symmetry transformations in phasespace allows showing why fields are invariant under transformations. This invariance feature suggests that string tension principle may be operating in the fields. We continue by pointing out how the relativity of signatures of the underlying n-dimensional spacetime results from taking different n-dimensional slices through nD space. The conformal group in spacetime emerges as a subgroup of the nD group and Relativity in nD spaces involves natural scale changes in the sizes of physical objects without the introduction of forces nor Weyl's gauge field of dilations. We finalize by constructing the generalization of Maxwell theory of Electrodynamics of point charges to a theory in nD spaces that involves extended charges coupled to antisymmetric tensor fields of arbitrary rank." @default.
• W2275606478 created "2016-06-24" @default.
• W2275606478 creator A5064033796 @default.
• W2275606478 date "2013-10-09" @default.
• W2275606478 modified "2023-09-26" @default.
• W2275606478 title "Theory of Hypergeometric Relativity." @default.
• W2275606478 hasPublicationYear "2013" @default.
• W2275606478 type Work @default.
• W2275606478 sameAs 2275606478 @default.
• W2275606478 citedByCount "0" @default.
• W2275606478 crossrefType "journal-article" @default.
• W2275606478 hasAuthorship W2275606478A5064033796 @default.
• W2275606478 hasConcept C121332964 @default.
• W2275606478 hasConcept C130187892 @default.
• W2275606478 hasConcept C134200972 @default.
• W2275606478 hasConcept C147452769 @default.
• W2275606478 hasConcept C149324446 @default.
• W2275606478 hasConcept C162241779 @default.
• W2275606478 hasConcept C33332235 @default.
• W2275606478 hasConcept C37914503 @default.
• W2275606478 hasConcept C62520636 @default.
• W2275606478 hasConcept C74650414 @default.
• W2275606478 hasConcept C79464548 @default.
• W2275606478 hasConceptScore W2275606478C121332964 @default.
• W2275606478 hasConceptScore W2275606478C130187892 @default.
• W2275606478 hasConceptScore W2275606478C134200972 @default.
• W2275606478 hasConceptScore W2275606478C147452769 @default.
• W2275606478 hasConceptScore W2275606478C149324446 @default.
• W2275606478 hasConceptScore W2275606478C162241779 @default.
• W2275606478 hasConceptScore W2275606478C33332235 @default.
• W2275606478 hasConceptScore W2275606478C37914503 @default.
• W2275606478 hasConceptScore W2275606478C62520636 @default.
• W2275606478 hasConceptScore W2275606478C74650414 @default.
• W2275606478 hasConceptScore W2275606478C79464548 @default.
• W2275606478 hasIssue "1" @default.
• W2275606478 hasLocation W22756064781 @default.
• W2275606478 hasOpenAccess W2275606478 @default.
• W2275606478 hasPrimaryLocation W22756064781 @default.
• W2275606478 hasRelatedWork W1494043981 @default.
• W2275606478 hasRelatedWork W1559964774 @default.
• W2275606478 hasRelatedWork W1635989987 @default.
• W2275606478 hasRelatedWork W2015039963 @default.
• W2275606478 hasRelatedWork W2047151756 @default.
• W2275606478 hasRelatedWork W2050984773 @default.
• W2275606478 hasRelatedWork W2055452911 @default.
• W2275606478 hasRelatedWork W2064636739 @default.
• W2275606478 hasRelatedWork W2070156863 @default.
• W2275606478 hasRelatedWork W2080621022 @default.
• W2275606478 hasRelatedWork W2125626092 @default.
• W2275606478 hasRelatedWork W2163896845 @default.
• W2275606478 hasRelatedWork W2754345029 @default.
• W2275606478 hasRelatedWork W2886685971 @default.
• W2275606478 hasRelatedWork W3045637207 @default.
• W2275606478 hasRelatedWork W3099845215 @default.
• W2275606478 hasRelatedWork W3104488123 @default.
• W2275606478 hasRelatedWork W3123385910 @default.
• W2275606478 hasRelatedWork W3157885255 @default.
• W2275606478 hasRelatedWork W3203152207 @default.
• W2275606478 hasVolume "1" @default.
• W2275606478 isParatext "false" @default.
• W2275606478 isRetracted "false" @default.
• W2275606478 magId "2275606478" @default.
• W2275606478 workType "article" @default.