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- Large_gauge_transformation abstract "Given a topological space M, a topological group G and a principal G-bundle over M, a global section of that principal bundle is a gauge fixing and the process of replacing one section by another is a gauge transformation. If a gauge transformation isn't homotopic to the identity, it is called a large gauge transformation.In theoretical physics, M often is a manifold and G is a Lie group.".
- Large_gauge_transformation wikiPageID "2690531".
- Large_gauge_transformation wikiPageRevisionID "543830804".
- Large_gauge_transformation hasPhotoCollection Large_gauge_transformation.
- Large_gauge_transformation subject Category:Anomalies_in_physics.
- Large_gauge_transformation subject Category:Quantum_field_theory.
- Large_gauge_transformation type Abnormality114501726.
- Large_gauge_transformation type Abstraction100002137.
- Large_gauge_transformation type AnomaliesInPhysics.
- Large_gauge_transformation type Anomaly114505821.
- Large_gauge_transformation type Attribute100024264.
- Large_gauge_transformation type Condition113920835.
- Large_gauge_transformation type PhysicalCondition114034177.
- Large_gauge_transformation type State100024720.
- Large_gauge_transformation comment "Given a topological space M, a topological group G and a principal G-bundle over M, a global section of that principal bundle is a gauge fixing and the process of replacing one section by another is a gauge transformation. If a gauge transformation isn't homotopic to the identity, it is called a large gauge transformation.In theoretical physics, M often is a manifold and G is a Lie group.".
- Large_gauge_transformation label "Large gauge transformation".
- Large_gauge_transformation sameAs m.07y68_.
- Large_gauge_transformation sameAs Q6489148.
- Large_gauge_transformation sameAs Q6489148.
- Large_gauge_transformation sameAs Large_gauge_transformation.
- Large_gauge_transformation wasDerivedFrom Large_gauge_transformation?oldid=543830804.
- Large_gauge_transformation isPrimaryTopicOf Large_gauge_transformation.