Unconventional Symmetry Breaking in Strongly Correlated Systems

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Rau_Jeffrey_G_201411_PhD_thesis.pdf (12.56 MB)

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2014-11

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Abstract

New and interesting phases of matter can be stabilized in frustrated and strong correlated systems. In this thesis, we study a variety of exotic symmetry broken states that arise when conventional or natural ordering tendencies have been suppressed. We consider several diverse examples, drawing from frustrated magnets and Kondo lattice systems. We first explore this topic in the Z[Pd(dmit)

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hidden order, Kitaev, Kondo lattice, magnetism, spin liquid, strongly correlated

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http://hdl.handle.net/1807/68217

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Doctoral Theses (2009 - )
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