WILL. Thus finally the cognitive elements appears, but in very
surprisingly
setting
Yours, andrei
Andrei Khrennikov, Professor of Applied Mathematics,
Int. Center Math Modeling: Physics, Engineering, Economics, and Cognitive Sc.
Linnaeus University, Växjö, Sweden
My RECENT BOOKS:
http://www.wo
ritical... But I spent so much time by trying
to understand what people are talking about. The output is ZERO.
all the best, andrei
Andrei Khrennikov, Professor of Applied Mathematics,
Int. Center Math Modeling: Physics, Engineering, Economics, and Cognitive Sc.
Linnaeus University, Växjö
I just complete the statement of Hans: the really relativistic treatment
of
quantum phenomena is done in the framework of quantum field theory, QFT.
yours,
Andrei Khrennikov, Professor of Applied Mathematics,
International Center for Mathematical Modeling
in Physics, Engineering
Dear all,
I think that Wheeler's it from bit was the great step in physics, it was the
basis of modern information interpretations
of QM, due to Zeilinger and Brukner, and Quantum subjective probability
interpretation of QM, QBism of Fuchs.
yours, andrei
Andrei Khrennikov, Professor
Dear Marcus,
I would ask for clarification on whether you speak of information in
your examples as something that has innate meaning or something that is
innately meaningless . . . which has been a core issue in earlier
exchanges. If this issue of meaning versus meaningless in
long ago in so called quantum tomographic approach of Vladimir
Manko, but in this way quantum theory loses its simplicity and
clarity, yours, andrei
Andrei Khrennikov, Professor of Applied Mathematics,
International Center for Mathematical Modeling
in Physics, Engineering, Economics, and Cognitive
Dear Joseph,
you are going toward quantum probability theory where
probabilities are determined by vectors; moreover, the vectors
belong to complex Hilbert space, i.e., roughly speaking each probability
has not only the direction but even the phase, andrei
Andrei Khrennikov, Professor
, Durban 4041
South Africa
T: +27 (31) 260 3248 / 260
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http://www.nu.ac.za/undphil/collier/index.html
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Andrei
to say how much one can proceed in such a framework. However,
it is clear that the informational component plays an important role in modern
economics.
Andrei Khrennikov, professor of applied mathematics,
director of International center for mathematical modeling in physics,
engineering
provides a better coordinate system, but I do not think that this was
the end of information coordinate story.
With Best Regards,
Andrei Khrennikov
Director of International Center for Mathematical Modeling in Physics,
Engineering, Economy and Cognitive Sc.,
University of Vaxjo, Sweden
/fis
With Best Regards,
Andrei Khrennikov
Director of International Center for Mathematical Modeling in Physics,
Engineering, Economy and Cognitive Sc.,
University of Vaxjo, Sweden
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).
With Best Regards,
Andrei Khrennikov
Director of International Center for Mathematical Modeling in Physics,
Engineering, Economy and Cognitive Sc.,
University of Vaxjo, Sweden
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Dear Steven,
I was not able to reply you earlier. But I think that I should do this
even so late after your Email. You posted problems which are very
important (at least for me).
1. Quantum probability functions are either directly equivalent to
probability functions in Shannon\'s
fundamental theory is purely classical and QM is just an
approximation of such a theory.
So the postulate on the completeness of QM is not so innocent, it is not
just a philosophic subject...
With Best Regards,
Andrei Khrennikov
Director of International Center for Mathematical Modeling in Physics
A and B; P(A=-1,B=+1|o(A),o(B))=
1/2 sin^2 (a-b)/2, and so on. We tokk this answer from QM. But you would
not be able to find a single probability distribution for A,B,C.
Therefore I speak about contextual probability theory.
With Best Regards,
Andrei Khrennikov
Director of International Center
of unitary evolution, before another environmental exchange,
can be exceedingly short.
Hope Ive been of some help, Steven.
Cordially,
Michael Devereux
With Best Regards,
Andrei Khrennikov
Director of International Center for Mathematical Modeling in Physics,
Engineering, Economy
Dear Michael,
The question on the difference between classical and quantum
probabilities is really fundamental for QI. The situation is not so
simple as it was described in the Email below. Yes, I agree that if we
consider one fixed experimental arrangement then we obtain the usual
Dear Srinandan,
Your question about teh difference in statistical data for commuting and
noncommuting observables is extremely important for probabilistic
foundations of QM. First I recall my and yours points:
On 20-May-06, at 11:13 AM, Andrei Khrennikov wrote:
the real problem
Sampling Assumption in EPR-Bell
Experiments]
The main problem for me: to find such a dependence of statistics on
experimental settings in other domains of science. May be somebody
could come with some ideas?
With Best Regards,
Andrei Khrennikov
Director of International Center for Mathematical
nonlocality, you could proceed with such an
interpretation. There is nothing wrong, since the mathematical apparatus
is correct in any way!
With Best Regards,
Andrei Khrennikov
Director of International Center for Mathematical Modeling in Physics,
Engineering, Economy and Cognitive Sc.,
University
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