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A new discrete view to quantum mechanics

A new discrete view to quantum mechanics - Forum Physik

A new discrete view to quantum mechanics - Forum Physik.


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Old 01-12-2006, 03:06 PM
Wolfgang Köhler
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Default A new discrete view to quantum mechanics



Abstract:
I present a new discrete theory of quantum mechanics, in which particle
movement is described by a directed space-time graph with attached
4-spinors, but without any continuous wave functions.
These graphs only consist of few spacelike edges, for bounded states the
number is in the order of the quantum numbers and interactions only take
place at the nodes.
The fundament is an extremal principle for a
``LAGRANGian sum'', from which both ``field-equations'' and
``equations of motion'' are derived, so the states (including the grid
points) are completely determined.
As important demonstrations of the theory, the DIRAC-equation for the
atom (spectra, SOMMERFELD-levels) is solved and the correct equations
of a moving particle under LORENTZ-force are derived.
I hope, that this new approach will help to overcome some problems of
quantum mechanics.

The complete paper can be found on my webpage

[Only registered users see links. ]

In case of problems reading this page, please let me know.
Comments and criticism are higly wellcome, of course.

When contacting me per Email to the following address, please put the
word 'nospam' somewhere in the subject line, so I cannot accidentally
remove it.

[Only registered users see links. ]

Enjoy,

Wolfgang Koehler
Potsdam, Germany

----------------------------------------------------------------------------
Wo bleibt die Mathe-Reform, die endlich das '=' abschafft ?
----------------------------------------------------------------------------
Wolfgang Koehler [Only registered users see links. ]
GeoForschungsZentrum Potsdam, Germany, Projekt CHAMP Tel: (0331)288-1738
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  #2  
Old 01-12-2006, 03:13 PM
Michael Dahms
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Default A new discrete view to quantum mechanics

Wolfgang Köhler wrote:

Falls Du es noch nicht gemerkt hast: de.* steht für deutschsprachig.

Michael Dahms
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