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        <dc:title>Quantum dynamics via a time propagator in Wigner's phase space</dc:title>

        <dc:creator>Grønager, Michael</dc:creator>

        <dc:creator>Henriksen, Niels Engholm</dc:creator>

        <dc:date>2009-11-05</dc:date>

        <dc:description>We derive an expression for a short-time phase space propagator. We use it in a new propagation scheme and demonstrate that it works for

            a Morse potential. The propagation scheme is used to propagate classical distributions which do not obey the Heisenberg uncertainty principle. It is

            shown that the simple classical deterministic motion breaks down surprisingly fast in an anharmonic potential. Finally, we discuss the possibility

            of using the scheme as a useful approach to quantum dynamics in many dimensions. To that end we present a Monte Carlo integration scheme using the

            norm of the propagator as a part of the sampling function. ©1995 American Institute of Physics.

        </dc:description>

        <dc:description>Copyright (1995) by the American Physical Society.</dc:description>

        <dc:identifier>http://orbit.dtu.dk/getResource?recordId=252072&amp;objectId=1&amp;versionId=1</dc:identifier>

        <dc:language>eng</dc:language>

        <dc:source>Journal of Chemical Physics, 102, (13), (5387-5395)</dc:source>

        <dc:source>ISSN: 00219606</dc:source>

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        <oaf:dateAccepted>2009-11-05</oaf:dateAccepted>

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