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A Topological Modular Functor Which is Universal for Quantum Computation 08-Feb-2000 09:30 AM PST - 08-Feb-2000 10:00 AM PST
Showing 1 - 20 of 20 matches
Lie Groups and Quantum Circuits
Date: February 08, 2000
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Fermionic Quantum Computation
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OHolevo's Theorem and Its implications for Quantum Communication and Computation
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A Modular Functor Which is Universal for Quantum Computation
Date: February 08, 2000
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Group Theory and Quantum Error Correction
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Extrema for Entropy of n-qubit States and Quantum Error Correcting Codes
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Quantum Protocols
Date: February 07, 2000
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The Non-Abelian Fourier Transform and Quantum Computation
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JUniversal Fault Tolerant Quantum Computation on Decoherence-Free Subspaces
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How Many Demensions are Needed for Catalysts of Entanglement Transformations?
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Quantum Lower Bounds by Quantum Arguments
Date: February 07, 2000
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A Self-Testin of Universal and Fault-Tolerant Sets of Quantum Gates
Date: February 09, 2000
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Quantum Information and Compression
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Fourier Sampling Arbitrary Periodic Functions
Date: February 08, 2000
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Fault-Tolerant Quantum Computing
Date: February 09, 2000
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Minimal Entropy of States Emerging from Noisy Channels
Date: February 09, 2000
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Quantum Computers: Physical Implementation
Date: February 10, 2000
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Geometric Algebre Methods for Quantum Information Processing
Date: February 10, 2000
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Molecular Scale Heat Engines and Scalable Quantum Computation
Date: February 10, 2000
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Trading Entanglement for Communication
Date: February 10, 2000
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