FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2990664914> ?p ?o ?g. }

• W2990664914 abstract "Despite the search for supersymmetry based on abelian and non-abelian Yang-Mills gauge field theory, the Maxwell equations, as the earliest gauge field theory, are non-symmetric because of the undefined term of magnetic current density. This article reports on the theoretical quantization of this term based on spontaneous symmetry breaking in the spatial geometry of a gauge group (G-group) of quantum charged (QC) particles. A locally supersymmetric background-independent spatial geometry of the G-group is developed based on the commutative string field interaction (SFI) between infinite number of QC particles and the grand monopole and the noncommutative SFI of each pair of adjacent QC particles in the G-group. Two adjoint and disjoint currents are associated with the commutative and noncommutative SFIs, respectively, based on the spin of a QC particle. The adjoint and disjoint currents are associated with a zero resistivity between a QC particle and the grand monopole and an infinite resistivity between each pair of adjacent QC particles correlated to their microscopic commutative and noncommutative SFIs in the G-group, respectively. This article demonstrates that the two corresponding resistivities are finite (greater than zero and less than infinity) for the macroscopic commutative and noncommutative SFIs of the G-group. Therefore, the adjoint and disjoint currents are related to the classical macroscopic currents known as electric and magnetic currents, respectively. Because the microscopic adjoint current associated with the commutative SFI has already been related to the macroscopic electric current density in the Maxwell equations, it is proposed that the microscopic disjoint current associated with the noncommutative SFI is related to the undefined magnetic current density in these equations." @default.
• W2990664914 created "2019-12-05" @default.
• W2990664914 creator A5044913558 @default.
• W2990664914 date "2019-11-04" @default.
• W2990664914 modified "2023-09-27" @default.
• W2990664914 title "On the Magnetic Current Density in the Maxwell Equations Based on the Noether Theorem" @default.
• W2990664914 cites W1498924426 @default.
• W2990664914 cites W1519406312 @default.
• W2990664914 cites W1584926180 @default.
• W2990664914 cites W1616705180 @default.
• W2990664914 cites W1771424146 @default.
• W2990664914 cites W1869319468 @default.
• W2990664914 cites W1883172674 @default.
• W2990664914 cites W1975975868 @default.
• W2990664914 cites W1991152714 @default.
• W2990664914 cites W1992204683 @default.
• W2990664914 cites W1994258608 @default.
• W2990664914 cites W1996475841 @default.
• W2990664914 cites W2008769196 @default.
• W2990664914 cites W2010402904 @default.
• W2990664914 cites W2011393113 @default.
• W2990664914 cites W2017892662 @default.
• W2990664914 cites W2018192827 @default.
• W2990664914 cites W2019617007 @default.
• W2990664914 cites W2025778495 @default.
• W2990664914 cites W2027710569 @default.
• W2990664914 cites W2036531910 @default.
• W2990664914 cites W2040807242 @default.
• W2990664914 cites W2046652357 @default.
• W2990664914 cites W2056474482 @default.
• W2990664914 cites W2066355667 @default.
• W2990664914 cites W2067268265 @default.
• W2990664914 cites W2074760170 @default.
• W2990664914 cites W2085322280 @default.
• W2990664914 cites W2094747365 @default.
• W2990664914 cites W2097616202 @default.
• W2990664914 cites W2124105624 @default.
• W2990664914 cites W2124590498 @default.
• W2990664914 cites W2142239943 @default.
• W2990664914 cites W2145812276 @default.
• W2990664914 cites W2172949211 @default.
• W2990664914 cites W2173346706 @default.
• W2990664914 cites W2315595232 @default.
• W2990664914 cites W2913858707 @default.
• W2990664914 cites W3016422105 @default.
• W2990664914 cites W3016886503 @default.
• W2990664914 cites W3098397795 @default.
• W2990664914 cites W606553444 @default.
• W2990664914 cites W652214779 @default.
• W2990664914 hasPublicationYear "2019" @default.
• W2990664914 type Work @default.
• W2990664914 sameAs 2990664914 @default.
• W2990664914 citedByCount "0" @default.
• W2990664914 crossrefType "posted-content" @default.
• W2990664914 hasAuthorship W2990664914A5044913558 @default.
• W2990664914 hasConcept C121332964 @default.
• W2990664914 hasConcept C134306372 @default.
• W2990664914 hasConcept C136170076 @default.
• W2990664914 hasConcept C147247565 @default.
• W2990664914 hasConcept C181830111 @default.
• W2990664914 hasConcept C183778304 @default.
• W2990664914 hasConcept C202444582 @default.
• W2990664914 hasConcept C2779430453 @default.
• W2990664914 hasConcept C29384965 @default.
• W2990664914 hasConcept C33923547 @default.
• W2990664914 hasConcept C37914503 @default.
• W2990664914 hasConcept C45340560 @default.
• W2990664914 hasConcept C59282198 @default.
• W2990664914 hasConcept C62520636 @default.
• W2990664914 hasConcept C68797384 @default.
• W2990664914 hasConceptScore W2990664914C121332964 @default.
• W2990664914 hasConceptScore W2990664914C134306372 @default.
• W2990664914 hasConceptScore W2990664914C136170076 @default.
• W2990664914 hasConceptScore W2990664914C147247565 @default.
• W2990664914 hasConceptScore W2990664914C181830111 @default.
• W2990664914 hasConceptScore W2990664914C183778304 @default.
• W2990664914 hasConceptScore W2990664914C202444582 @default.
• W2990664914 hasConceptScore W2990664914C2779430453 @default.
• W2990664914 hasConceptScore W2990664914C29384965 @default.
• W2990664914 hasConceptScore W2990664914C33923547 @default.
• W2990664914 hasConceptScore W2990664914C37914503 @default.
• W2990664914 hasConceptScore W2990664914C45340560 @default.
• W2990664914 hasConceptScore W2990664914C59282198 @default.
• W2990664914 hasConceptScore W2990664914C62520636 @default.
• W2990664914 hasConceptScore W2990664914C68797384 @default.
• W2990664914 hasLocation W29906649141 @default.
• W2990664914 hasOpenAccess W2990664914 @default.
• W2990664914 hasPrimaryLocation W29906649141 @default.
• W2990664914 hasRelatedWork W1546916778 @default.
• W2990664914 hasRelatedWork W1622376158 @default.
• W2990664914 hasRelatedWork W1973814875 @default.
• W2990664914 hasRelatedWork W1995561693 @default.
• W2990664914 hasRelatedWork W1996404604 @default.
• W2990664914 hasRelatedWork W1997191552 @default.
• W2990664914 hasRelatedWork W2004593660 @default.
• W2990664914 hasRelatedWork W2041660672 @default.
• W2990664914 hasRelatedWork W2042215638 @default.
• W2990664914 hasRelatedWork W2051284007 @default.
• W2990664914 hasRelatedWork W2066647172 @default.
• W2990664914 hasRelatedWork W2086520640 @default.

• next