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Teorija umeritvenih polj, Yang-Mills-Higgsove enačbe in spinske strukture na Lorentzovih mnogoterostih : magistrsko deloGrad, Žan, matematikType of material - master's thesis ; adult, seriousPublication and manufacture - Ljubljana : [Ž. Grad], 2020Language - slovenianCOBISS.SI-ID - 28180995
Author
Grad, Žan, matematik
Other authors
Strle, Sašo
Topics
simetrija |
glavni sveženj |
umeritev |
povezava |
ukrivljenost |
pridružen vektorski sveženj |
upodobitev Liejeve grupe |
vzporedni prenos |
kovariantni vnanji odvod |
bozoni |
Hodge-* operator |
kodiferencial |
Yang-Millsova teorija |
Lagrangian |
variacijski princip |
Klein-Gordonova enačba |
fermioni |
Diracova enačba |
Lorentzova grupa |
spin grupa |
spinorsko polje |
Cliffordovo množenje |
Diracov operator |
interakcija |
symmetry |
principal bundle |
gauge |
connection |
curvature |
associated vector bundle |
representation of a Lie group |
parallel transport |
covariant exteriror derivative |
bosons |
Hodge-* operator |
codifferential |
Yang-Mills theory |
Lagrangian |
variational principle |
Klein-Gordon equation |
fermions |
Dirac aquation |
Lorentz group |
spin group |
spinors field |
Clifford multiplication |
Dirac operator |
interaction
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Database name | Field | Year |
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Links to authors' personal bibliographies | Links to information on researchers in the SICRIS system |
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Grad, Žan, matematik | ![]() |
Strle, Sašo | 13431 |
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