Title: A simple model of quantum trajectories Author(s): BRUN, TA Source: AMERICAN JOURNAL OF PHYSICS Volume: 70 Issue: 7 Pages: 719-737 Published: JUL 2002 Times Cited: 55 DOI: 10.1119/1.1475328
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2.
Title: QUANTUM STATE DIFFUSION, LOCALIZATION AND COMPUTATION Author(s): SCHACK, R; BRUN, TA; PERCIVAL, IC Source: JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL Volume: 28 Issue: 18 Pages: 5401-5413 Published: SEP 21 1995 Times Cited: 53
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3.
Title: Quantum random walks with decoherent coins Author(s): BRUN, TA; CARTERET, HA; AMBAINIS, A Source: PHYSICAL REVIEW A Volume: 67 Issue: 3 Pages: - Published: MAR 2003 Times Cited: 44 DOI: 10.1103/PhysRevA.67.032304
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4.
Title: Quantum walks driven by many coins Author(s): BRUN, TA; CARTERET, HA; AMBAINIS, A Source: PHYSICAL REVIEW A Volume: 67 Issue: 5 Pages: - Published: MAY 2003 Times Cited: 41 DOI: 10.1103/PhysRevA.67.052317
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5.
Title: Quantum chaos in open systems: A quantum state diffusion analysis Author(s): BRUN, TA; PERCIVAL, IC; SCHACK, R Source: JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL Volume: 29 Issue: 9 Pages: 2077-2090 Published: MAY 7 1996 Times Cited: 39
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6.
Title: Quantum to classical transition for random walks Author(s): BRUN, TA; CARTERET, HA; AMBAINIS, A Source: PHYSICAL REVIEW LETTERS Volume: 91 Issue: 13 Pages: - Published: SEP 26 2003 Times Cited: 39 DOI: 10.1103/PhysRevLett.91.130602
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7.
Title: Correcting quantum errors with entanglement Author(s): BRUN, T; DEVETAK, I; HSIEH, MH Source: SCIENCE Volume: 314 Issue: 5798 Pages: 436-439 Published: OCT 20 2006 Times Cited: 34 DOI: 10.1126/science.1131563
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8.
Title: QUASI-CLASSICAL EQUATIONS OF MOTION FOR NONLINEAR BROWNIAN SYSTEMS Author(s): BRUN, TA Source: PHYSICAL REVIEW D Volume: 47 Issue: 8 Pages: 3383-3393 Published: APR 15 1993 Times Cited: 31
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9.
Title: Martingale models for quantum state reduction Author(s): ADLER, SL; BRODY, DC; BRUN, TA; et al. Source: JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL Volume: 34 Issue: 42 Pages: 8795-8820 Published: OCT 26 2001 Times Cited: 31
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10.
Title: A C++ library using quantum trajectories to solve quantum master equations Author(s): SCHACK, R; BRUN, TA Source: COMPUTER PHYSICS COMMUNICATIONS Volume: 102 Issue: 1-3 Pages: 210-228 Published: MAY 1997 Times Cited: 28
