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Berry Quantum Adiabatic Anholonomy 125
Bonora Anomalies and Cohomology
6 other sections not shown
abelian adiabatic theorem algebra angle anholonomy anomalies associated automorphism base point bundle Chern numbers chiral classical commutator configuration space conjugacy classes consider constraint contour corresponding coset space covariant anomalies cube defined density described dimensional dimensions discussion dynamics eigenstates elements energy equation example fermions flux follows fractional statistics fundamental group gauge invariant gauge theories geometric phase given group G Hamiltonian homomorphism homotopy class homotopy group identity integral isomorphic isotropy subgroup Lagrangian lectures Lett line defects loop magnetic field manifold matrix multiplication multiply connected non-Abelian operator order-parameter space parallel transport parameter space particles path Phys physical plane point defects properties quantized Hall quantum Hall effect quantum mechanics quantum theory representation represented result rotation scalar Schrodinger simple simply connected singular space Q spectral sphere strings superconductivity superfluid supersymmetry symmetry tion topological transport trivial UIR's unitary vector wave functions winding number