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The evolution of arbitrary computational processes
The evolution of arbitrary computational processes

The Many Avatars of a Simple Algebra S. C. Coutinho The American
The Many Avatars of a Simple Algebra S. C. Coutinho The American

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Information Processing with Quantum Gravity

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The Remarkable Bose
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JKB_Paper1_QuantumEntanglementTechnologyoftheFuture

Quantum Imaging: New Methods and Applications Robert W. Boyd
Quantum Imaging: New Methods and Applications Robert W. Boyd

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Quantum Computer Subspace Software

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Quantum computer - Universidad de Murcia

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Unscrambling the Quantum Omelette

... The following rather “iconoclastic” recasting of quantum mechanics applies to the quantum formalism as outlined by von Neumann [1]. It will most likely survive this theory because the definitions, conventions and results presented apply to a reversible (indeed, bijective) state evolution, which amou ...
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Quantum Transport and its Classical Limit

Quantum Walks in Discrete and Continuous Time
Quantum Walks in Discrete and Continuous Time

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LOSS OF COHERENCE IN GATE-CONTROLLED QUBIT SYSTEMS
LOSS OF COHERENCE IN GATE-CONTROLLED QUBIT SYSTEMS

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N.M. Atakishiyev, S.M. Chumakov, A.L. Rivera y K.B. Wolf

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Basil Hiley

Basil J. Hiley (born 1935), is a British quantum physicist and professor emeritus of the University of London. He received the Majorana Prize ""Best person in physics"" in 2012.Long-time co-worker of David Bohm, Hiley is known for his work with Bohm on implicate orders and for his work on algebraic descriptions of quantum physics in terms of underlying symplectic and orthogonal Clifford algebras. Hiley co-authored the book The Undivided Universe with David Bohm, which is considered the main reference for Bohm's interpretation of quantum theory.The work of Bohm and Hiley has been characterized as primarily addressing the question ""whether we can have an adequate conception of the reality of a quantum system, be this causal or be it stochastic or be it of any other nature"" and meeting the scientific challenge of providing a mathematical description of quantum systems that matches the idea of an implicate order.
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