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Topological Orders with Spins and Fermions - Quantum Phases and Computation (Paperback, 1st ed. 2019)
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Topological Orders with Spins and Fermions - Quantum Phases and Computation (Paperback, 1st ed. 2019)
Series: Springer Theses
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This thesis deals with topological orders from two different
perspectives: from a condensed matter point of view, where
topological orders are considered as breakthrough phases of matter;
and from the emerging realm of quantum computation, where
topological quantum codes are considered the most appealing
platform against decoherence. The thesis reports remarkable studies
from both sides. It thoroughly investigates a topological order
called the double semion model, a counterpart of the Kitaev model
but exhibiting richer quasiparticles as excitations. A new model
for symmetry enriched topological order is constructed, which adds
an onsite global symmetry to the double semion model. Using this
topological phase, a new example of topological code is developed,
the semion code, which is non-CSS, additive, non-Pauli and within
the stabiliser formalism. Furthermore, the thesis analyses the
Rashba spin-orbit coupling within topological insulators, turning
the helical edge states into generic edges modes with potential
application in spinstronics. New types of topological
superconductors are proposed and the novel properties of the
correspondingly created Majorana fermions are investigated. These
Majorana fermions have inherent properties enabling braiding and
the performance of logical gates as fundamental blocks for a
universsal quantum computator.
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