Fermion bags, topology and index theorems
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Chandrasekharan, S
Published in: Proceedings of Science
January 1, 2016
The fermion bag formulation helps to extend the concepts of topology and index theorem associated with non-Abelian gauge theories to simple lattice fermion field theories. Using this extension we can argue that fermion masses can arise either through the traditional mechanism where some lattice symmetry of the action that forbids fermion mass terms is explicitly, anomalously, or spontaneously broken, or through a non-traditional mechanism where all lattice symmetries continue to be preserved. We provide examples of simple fermion lattice field theories for each of these scenarios of fermion mass generation.
Duke Scholars
Published In
Proceedings of Science
EISSN
1824-8039
Publication Date
January 1, 2016
Volume
Part F128557
Citation
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Chandrasekharan, S. (2016). Fermion bags, topology and index theorems. In Proceedings of Science (Vol. Part F128557).
Chandrasekharan, S. “Fermion bags, topology and index theorems.” In Proceedings of Science, Vol. Part F128557, 2016.
Chandrasekharan S. Fermion bags, topology and index theorems. In: Proceedings of Science. 2016.
Chandrasekharan, S. “Fermion bags, topology and index theorems.” Proceedings of Science, vol. Part F128557, 2016.
Chandrasekharan S. Fermion bags, topology and index theorems. Proceedings of Science. 2016.
Published In
Proceedings of Science
EISSN
1824-8039
Publication Date
January 1, 2016
Volume
Part F128557