Antony Valentini

Antony Valentini is a theoretical physicist and a professor at Clemson University. He is known for his work on the foundations of quantum physics.[1]

Education and career

Valentini obtained an undergraduate degree from Cambridge University, then earned his Ph.D. in 1992[2] with Dennis Sciama at the International School for Advanced Studies (ISAS) in Trieste, Italy.[1][3] In 1999, after seven years in Italy, he took up a post-doc grant to work at the Imperial College with Lee Smolin and Christopher Isham.[1]

He currently works at the Perimeter Institute for Theoretical Physics. Since February 2011, he is professor of physics and astronomy at Clemson University.[4]

Together with Mike Towler, Royal Society research fellow of the University of Cambridge's Cavendish Laboratory, he organized a conference on the de Broglie-Bohm theory the Apuan Alps Centre for Physics in August 2010, hosted by the Towler Institute located in Vallico di Sotto in Tuscany, Italy, which is loosely associated with the Theory of Condensed Matter group of the Cavendish Laboratory.[5][6] Among the questions announced for discussion, the organizers included "Why should young people be interested in these ideas, when showing interest in quantum foundations still might harm their careers?"[7]

Work

Valentini has been working on an extension of the causal interpretation of quantum theory. This interpretation had been proposed in conceptual terms in 1927 by Louis de Broglie, was independently re-discovered by David Bohm who brought it to a complete and systematic form in 1952, and was expanded on by Bohm and Hiley. Emphasizing de Broglie's contribution, Valentini has consistently referred to the causal interpretation of quantum mechanics underlying his work as the "de Broglie–Bohm theory".

Quantum equilibrium, locality and uncertainty

In 1991, Valentini provided indications for deriving the quantum equilibrium hypothesis which states that \rho(x,y,z,t)=|\psi(x,y,z,t)|^2 in the frame work of the pilot wave theory. Valentini showed that the relaxation \rho(x,y,z,t) → |\psi(x,y,z,t)|^2 may be accounted for by a H-theorem constructed in analogy to the Boltzmann H-theorem of statistical mechanics. Valentini showed that his expansion of the De Broglie–Bohm theory would allow "signal nonlocality" for non-equilibrium cases in which \rho(x,y,z,t) ≠|\psi(x,y,z,t)|^2.[8][9][10] According to Valentini, the universe is fundamentally nonlocal, and quantum theory merely describes a special equilibrium state in which nonlocality is hidden in statistical noise.[11] He furthermore showed that an ensemble of particles with known wave function and known nonequilibrium distribution could be used to perform, on another system, measurements that violate the uncertainty principle.[12]

In 1992, Valentini extended pilot wave theory to spin-1/2 fields and to gravitation.[13]

Background and implications

Valentini has been described as an "ardent admirer of de Broglie". He noted that "de Broglie (rather like Maxwell) emphasized an underlying ‘mechanical’ picture: particles were assumed to be singularities of physical waves in space".[14] He emphasized that de Broglie, with the assistance of Erwin Schrödinger, had constructed pilot wave theory, but later abandoned it in favor of quantum formalism.[3]

Valentini's derivation of the quantum equilibrium hypothesis was criticized by Detlef Dürr and co-workers in 1992, and the derivation of the quantum equilibrium hypothesis has remained a topic of active investigation.[15]

"Signal nonlocality", which is forbidden in orthodox quantum theory, would allow nonlocal quantum entanglement to be used as a stand-alone communication channel without the need of a classical light-speed limited retarded signal to unlock the entangled message from the sender to the receiver. This would be a major revolution in physics and would possibly make the cosmic landscape string theory Popper falsifiable.

Publications

Book
Articles

References

  1. 1 2 3 Lee Smolin: The Trouble With Physics: The Rise of String Theory, The Fall of a Science, and What Comes Next, First Mariner book edition 2007, ISBN 978-0-618-55105-7, p. 322 and p. 326
  2. ↑ Antony Valentini at the Perimeter Institute (downloaded March 4, 2012)
  3. 1 2 Antony Valentini: On the Pilot-Wave Theory of Classical, Quantum and Subquantum Physics, Ph.D. Thesis, ISAS, Trieste 1992
  4. ↑ Clemson University Newcomers, published May 2, 2011
  5. ↑ The Towler Institute
  6. ↑ 21st century directions in de Broglie–Bohm theory and beyond, Clemson University Physics and Astronomy Newsletter, vol. 5, no. 1, 2010
  7. ↑ 21st-century directions in de Broglie-Bohm theory and beyond, 2010 event announcement at vallico.net
  8. ↑ James T. Cushing: Quantum mechanics: historical contingency and the Copenhagen hegemony, The University of Chicago Press, 1994, ISBN 0-226-13202-1, p. 163
  9. ↑ Antony Valentini: Signal-locality, uncertainty, and the sub-quantum H-theorem, I, Physics Letters A, vol. 156, no. 5, 1991
  10. ↑ Antony Valentini: Hidden variables and the large-scale structure of space-time, in: William Lane Craig, Quentin Smith (eds.): Einstein, Relativity and Absolute Simultaneity, Routledge, 2007, ISBN 978-0-415-70174-7, pp. 125–155, p. 126
  11. ↑ Antony Valentini: Subquantum information and computation, 2002, Pramana Journal of Physics, vol. 59, no. 2, August 2002, p. 269–277, p. 270
  12. ↑ Antony Valentini: Subquantum information and computation, 2002, Pramana Journal of Physics, vol. 59, no. 2, August 2002, p. 269–277, p. 272
  13. ↑ James T. Cushing: Quantum mechanics: historical contingency and the Copenhagen hegemony, The University of Chicago Press, 1994, ISBN 0-226-13202-1, p. 270
  14. ↑ Antony Valentini: Pilot-wave theory of fields, gravitation and cosmology, in: James T. Cushing, Arthur Fine, Sheldon Goldstein (eds.): Bohmian mechanics and quantum theory: an appraisal, Kluwer Academic Publishers, 1996, p. 45–66, p. 47.
  15. ↑ Peter J. Riggs: Quantum Causality: Conceptual Issues in the Causal Theory of Quantum Mechanics, Studies in History and Philosophy of Science 23, Springer, 2009, ISBN 978-90-481-2402-2, doi:10.1007/978-90-481-2403-9, p. 76

External links

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