Advances in Quantum Computation: Representation Theory, by Kazem Mahdavi, Deborah Koslover

By Kazem Mahdavi, Deborah Koslover

This quantity represents the talks given on the convention on Interactions among illustration idea, Quantum box idea, class conception, Mathematical Physics, and Quantum details thought, held in September 2007 on the college of Texas at Tyler. The papers during this quantity, written via best specialists within the box, deal with actual features, mathematical features, and foundational problems with quantum computation. This quantity will profit researchers attracted to advances in quantum computation and verbal exchange, in addition to graduate scholars who desire to input the sector of quantum computation

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Extra resources for Advances in Quantum Computation: Representation Theory, Quantum Field Theory, Category Theory, Mathematical Physics, September 20-23, 2007, University of Texas at Tyler

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Teleportation, Braid group, Temperley–Lieb algebra. 51 49 c 2009 American Mathematical Society 50 52 YONG ZHANG [22, 23] for quantum entanglements and topological entanglements; see for quantum algebras associated with maximally entangled states [24, 25, 26]; see [27, 28] for quantum error correction, topological quantum computing and a possible link between them. We focus on the project of setting up a bridge between low dimensional topology and quantum information, namely looking for low dimensional topology underlying quantum information and computation.

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