Quantum mechanics redefines information and its fundamental properties. Researchers at Perimeter Institute work to understand the properties of quantum information and study which information processing tasks are feasible, and which are infeasible or impossible. This includes research in quantum cryptography, which studies the trade-off between information extraction and disturbance, and its applications. It also includes research in quantum error correction, which involves the study of methods for protecting information against decoherence. Another important side of the field is studying the application of quantum information techniques and insights to other areas of physics, including quantum foundations and condensed matter.
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Perimeter Institute for Theoretical Physics
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Hopf algebras and parafermionic lattice models
Maynooth University -
Frobenius algebras, Hopf algebras and 3-categories
Universität Hamburg -
Quantum computation with Turaev-Viro codes
IBM (United States) -
The Kitaev model and aspects of semisimple Hopf algebras via the graphical calculus
Universität Innsbruck -
A tensor network framework for topological phases of quantum matter
University of Vienna -
Interacting Hopf monoids and Graphical Linear Algebra
University of Southampton -
Introduction to CQM
University of Oxford -
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Topological defects and higher-categorical structures
Karlstad University -
Kitaev lattice models as a Hopf algebra gauge theory
University of Erlangen-Nuremberg