Three principles for Quantum theory:
Three principles for Quantum theory:
a) Reference frame
b) Geometrical form
c) Simplicity - Occam's razor.
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a) Why reference frame?
To know reference frame is very important because every specific
reference frame creates its own kind of specific creatures:
fish don't live in trees, giraffes don't live in Antarctic . . . .
and today Quantum physics doesn't have reference frame.
b) Why geometrical form?
Because "Physics" try to explain the real Nature ( not abstract one)
and Nature has quantum particles with real geometrical forms
which today Quantum theory doesn't know.
c) Why simplicity ( Occam's razor) ?
Because the evolution of Nature, Consciousness, Knowledge
are going from simple to complex.
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My ideas:
1) the simplest reference frame in the Universe is two dimensions (2D)
2) the simplest geometrical form in (2D) is circle: c/d = 3,14 . . . .
3) only the simplest ideas are reliable.
Only on the simplest ideas can be constructed the reliable castle
for Quantum theory.
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Objections. (? !)
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Three principles for Quantum theory:
Re: Three principles for Quantum theory:
Quantum mechanics addresses only the events (the last Planck time layer). It offers just a smooth solutions of the next system evolution that does not change the position (probability of occurrence) of the particle (in simply case) during the interaction (measurement)...
To explanation: Quantum physics accept only self values of quantum operators (for example energy) that do not change the shape of solution of Schrodinger equation/operator. In this special case the application of operator is reduced to the multiplication only, so probability of occurrence of position of particle stays the same... Hence the changes of quantum systems during an interaction (measurement) (during a fixation of the next Planck time sediment) must be smooth... It is merely a generalization of the fact that the interaction / measurement does not change the position of the subject... It is most important (soft) message from quantum mechanics...
Sorry for bad English :(
To explanation: Quantum physics accept only self values of quantum operators (for example energy) that do not change the shape of solution of Schrodinger equation/operator. In this special case the application of operator is reduced to the multiplication only, so probability of occurrence of position of particle stays the same... Hence the changes of quantum systems during an interaction (measurement) (during a fixation of the next Planck time sediment) must be smooth... It is merely a generalization of the fact that the interaction / measurement does not change the position of the subject... It is most important (soft) message from quantum mechanics...
Sorry for bad English :(