Published July 2008 | Version Submitted
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Topological phases and quantum computation

Abstract

The basic building block of quantum computation is the qubit, a system with two (nearly) degenerate states that can be used to encode quantum information. Real systems typically have a full spectrum of excitations that are considered illegal from the point of view of a computation, and lead to decoherence if they couple too strongly into the qubit states during some process (see Fig. 4.1). The essential problem, then, is to preserve the quantum state of the qubit as long as possible to allow time for computations to take place.

Additional Information

© 2010 Oxford University Press. Notes written by C. Laumann.

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Identifiers

Eprint ID
22054
DOI
10.48550/arXiv.0904.2771
Resolver ID
CaltechAUTHORS:20110207-134954371

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Created
2011-03-10
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Updated
2023-06-02
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Caltech groups
Mathematics Department , Physics Department
Series Name
Lecture Notes of the Les Houches Summer School
Series Volume or Issue Number
89