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Results: 1-10 |
Results: 10
ON THE SPECTRUM OF THE SURFACE MARYLAND MODEL
Authors: JAKSIC V MOLCHANOV S
Citation: V. Jaksic et S. Molchanov, ON THE SPECTRUM OF THE SURFACE MARYLAND MODEL, letters in mathematical physics, 45(3), 1998, pp. 185-193
ERGODIC PROPERTIES OF THE NON-MARKOVIAN LANGEVIN EQUATION
Authors: JAKSIC V PILLET CA
Citation: V. Jaksic et Ca. Pillet, ERGODIC PROPERTIES OF THE NON-MARKOVIAN LANGEVIN EQUATION, letters in mathematical physics, 41(1), 1997, pp. 49-57
FROM RESONANCES TO MASTER-EQUATIONS
Authors: JAKSIC V PILLET CA
Citation: V. Jaksic et Ca. Pillet, FROM RESONANCES TO MASTER-EQUATIONS, Annales de l'I.H.P. Physique theorique, 67(4), 1997, pp. 425-445
SPECTRAL THEORY OF THERMAL RELAXATION
Authors: JAKSIC V PILLET CA
Citation: V. Jaksic et Ca. Pillet, SPECTRAL THEORY OF THERMAL RELAXATION, Journal of mathematical physics, 38(4), 1997, pp. 1757-1780
ON A MODEL FOR QUANTUM FRICTION .3. ERGODIC PROPERTIES OF THE SPIN-BOSON SYSTEM
Authors: JAKSIC V PILLET CA
Citation: V. Jaksic et Ca. Pillet, ON A MODEL FOR QUANTUM FRICTION .3. ERGODIC PROPERTIES OF THE SPIN-BOSON SYSTEM, Communications in Mathematical Physics, 178(3), 1996, pp. 627-651
ON A MODEL FOR QUANTUM FRICTION .2. FERMIS GOLDEN-RULE AND DYNAMICS AT POSITIVE TEMPERATURE
Authors: JAKSIC V PILLET CA
Citation: V. Jaksic et Ca. Pillet, ON A MODEL FOR QUANTUM FRICTION .2. FERMIS GOLDEN-RULE AND DYNAMICS AT POSITIVE TEMPERATURE, Communications in Mathematical Physics, 176(3), 1996, pp. 619-644
ON A MODEL FOR QUANTUM FRICTION .1. FERMIS GOLDEN-RULE AND DYNAMICS AT ZERO-TEMPERATURE
Authors: JAKSIC V PILLET CA
Citation: V. Jaksic et Ca. Pillet, ON A MODEL FOR QUANTUM FRICTION .1. FERMIS GOLDEN-RULE AND DYNAMICS AT ZERO-TEMPERATURE, Annales de l'I.H.P. Physique theorique, 62(1), 1995, pp. 47-68
ON THE LANDAU-ZENER FORMULA FOR 2-LEVEL SYSTEMS
Authors: JAKSIC V SEGERT J
Citation: V. Jaksic et J. Segert, ON THE LANDAU-ZENER FORMULA FOR 2-LEVEL SYSTEMS, Journal of mathematical physics, 34(7), 1993, pp. 2807-2820
SPECTRAL PROPERTIES OF RANDOM SCHRODINGER-OPERATORS WITH UNBOUNDED POTENTIALS
Authors: GORDON YA JAKSIC V MOLCANOV S SIMON B
Citation: Ya. Gordon et al., SPECTRAL PROPERTIES OF RANDOM SCHRODINGER-OPERATORS WITH UNBOUNDED POTENTIALS, Communications in Mathematical Physics, 157(1), 1993, pp. 23-50
ON THE SPECTRUM OF THE NEUMANN LAPLACIAN OF LONG-RANGE HORNS - A NOTEON THE DAVIES-SIMON THEOREM
Authors: JAKSIC V
Citation: V. Jaksic, ON THE SPECTRUM OF THE NEUMANN LAPLACIAN OF LONG-RANGE HORNS - A NOTEON THE DAVIES-SIMON THEOREM, Proceedings of the American Mathematical Society, 119(2), 1993, pp. 663-669
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