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Results: 1-10 |
Results: 10
ON THE SCHRODINGER-EQUATION WITH POTENTIALS WHICH ARE LAPLACE TRANSFORMS OF MEASURES
Authors: ALBEVERIO S BRZEZNIAK Z HABA Z
Citation: S. Albeverio et al., ON THE SCHRODINGER-EQUATION WITH POTENTIALS WHICH ARE LAPLACE TRANSFORMS OF MEASURES, Potential analysis, 9(1), 1998, pp. 65-82
A QUANTITATIVE ASYMPTOTIC THEOREM FOR CONTRACTION-SEMIGROUPS WITH COUNTABLE UNITARY SPECTRUM
Authors: BATTY CJK BRZEZNIAK Z GREENFIELD DA
Citation: Cjk. Batty et al., A QUANTITATIVE ASYMPTOTIC THEOREM FOR CONTRACTION-SEMIGROUPS WITH COUNTABLE UNITARY SPECTRUM, Studia Mathematica, 121(2), 1996, pp. 167-183
THE TRACE FORMULA FOR SCHRODINGER-OPERATORS FROM INFINITE-DIMENSIONALOSCILLATORY INTEGRALS
Authors: ALBEVERIO S DEMONVELBERTHIER AB BRZEZNIAK Z
Citation: S. Albeverio et al., THE TRACE FORMULA FOR SCHRODINGER-OPERATORS FROM INFINITE-DIMENSIONALOSCILLATORY INTEGRALS, Mathematische Nachrichten, 182, 1996, pp. 21-65
STATIONARY-PHASE METHOD IN INFINITE DIMENSIONS BY FINITE-DIMENSIONAL APPROXIMATIONS - APPLICATIONS TO THE SCHRODINGER-EQUATION
Authors: ALBEVERIO S DEMONVELBERTHIER AB BRZEZNIAK Z
Citation: S. Albeverio et al., STATIONARY-PHASE METHOD IN INFINITE DIMENSIONS BY FINITE-DIMENSIONAL APPROXIMATIONS - APPLICATIONS TO THE SCHRODINGER-EQUATION, Potential analysis, 4(5), 1995, pp. 469-502
STOCHASTIC PARTIAL-DIFFERENTIAL EQUATIONS IN M-TYPE-2 BANACH-SPACES
Authors: BRZEZNIAK Z
Citation: Z. Brzezniak, STOCHASTIC PARTIAL-DIFFERENTIAL EQUATIONS IN M-TYPE-2 BANACH-SPACES, Potential analysis, 4(1), 1995, pp. 1-45
ALMOST SURE APPROXIMATION OF WONG-ZAKAI TYPE FOR STOCHASTIC PARTIAL-DIFFERENTIAL EQUATIONS
Authors: BRZEZNIAK Z FLANDOLI F
Citation: Z. Brzezniak et F. Flandoli, ALMOST SURE APPROXIMATION OF WONG-ZAKAI TYPE FOR STOCHASTIC PARTIAL-DIFFERENTIAL EQUATIONS, Stochastic processes and their applications, 55(2), 1995, pp. 329-358
OSCILLATORY INTEGRALS ON HILBERT-SPACES AND SCHRODINGER-EQUATION WITHMAGNETIC-FIELDS
Authors: ALBEVERIO S BRZEZNIAK Z
Citation: S. Albeverio et Z. Brzezniak, OSCILLATORY INTEGRALS ON HILBERT-SPACES AND SCHRODINGER-EQUATION WITHMAGNETIC-FIELDS, Journal of mathematical physics, 36(5), 1995, pp. 2135-2156
FUNDAMENTAL SOLUTION OF THE HEAT AND SCHRODINGER-EQUATIONS WITH POINTINTERACTION
Authors: ALBEVERIO S BRZEZNIAK Z DABROWSKI L
Citation: S. Albeverio et al., FUNDAMENTAL SOLUTION OF THE HEAT AND SCHRODINGER-EQUATIONS WITH POINTINTERACTION, Journal of functional analysis, 130(1), 1995, pp. 220-254
TIME-DEPENDENT PROPAGATOR WITH POINT INTERACTION
Authors: ALBEVERIO S BRZEZNIAK Z DABROWSKI L
Citation: S. Albeverio et al., TIME-DEPENDENT PROPAGATOR WITH POINT INTERACTION, Journal of physics. A, mathematical and general, 27(14), 1994, pp. 4933-4943
FINITE-DIMENSIONAL APPROXIMATION APPROACH TO OSCILLATORY INTEGRALS AND STATIONARY PHASE IN INFINITE DIMENSIONS
Authors: ALBEVERIO S BRZEZNIAK Z
Citation: S. Albeverio et Z. Brzezniak, FINITE-DIMENSIONAL APPROXIMATION APPROACH TO OSCILLATORY INTEGRALS AND STATIONARY PHASE IN INFINITE DIMENSIONS, Journal of functional analysis, 113(1), 1993, pp. 177-244
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