Teleportation into Quantum Statistics

  • Published : 2001.06.01

Abstract

The paper is a tutorial introduction to quantum information theory, developing the basic model and emphasizing the role of statistics and probability.

Keywords

References

  1. Mathematics Unlimited-2001 and Beyond Quantum Information Barndorff-Nielsen, O.E.;R.D. Gill;P.E. Jupp;B. Engquist(ed.);W. Schmid(ed.)
  2. Phys. Review A v.59 Quantum nonlocality without entanglement Bennett, C.H.;D.P. DiVincenzo;C.A. Fuchs;T. Mor;E. Rains;P.W. Shor;J.A. Smolin;W.K. Wootters
  3. Phys. Review Letters v.72 Statistical distance and the geometry of quantum states Braunstein, S.L.;C.M. Caves
  4. Phys. Lett. A v.201 Quantum Fisher metric and estimation for pure state models Fujiwara, A.;H. Nagaoka
  5. State of the Art in Probability and Statistics, Festschrift for W.R. van Zwat(Lecture Notes-Monograph series 36) Asymptotics in quantum statistics Gill, R.D.;M.C.M. de Gunst(ed.);C.A.J. Klaassen(ed.);A.W. van der Vaart(ed.)
  6. Bernoulli v.1 Applications of the van Trees inequality: a Bayesian Cramer-Rao bound Gill, R.D.;B.Y. Levit
  7. Phys. Review A v.61 State estimation for large ensembles Gill, R.D.;S. Massar
  8. RIMS koukyuroku v.1055 Statistical model with a option for measurements and quantum mechanics Hayashi, M.;Matsumoto, K.
  9. Quantum Comunication, Computing and Measurement A linear programming approach to attainable Cramer-Rao type bounds Hayashi, M.;A. Hirota(ed.);A. Holevo(ed.);C. Caves(ed.)
  10. Phys. Lett. A v.25 Minimum mean-squared error of estimates in quantum statistics Helstrom, C.W.
  11. Quantum Detection and Information Theory Helstrom, C.W.
  12. Probabilistic and Statistical Aspects of Quantum Theory Holevo, A.S.
  13. Information Sciences v.9 Asymptotically efficient approaches to quantum-mechanical parameter estimation Young, T.Y.