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AbstractsOn causal loops in local retro-causal
models of quantum mechanics Intrinsic probability I'll argue that a form of probability more fundamental than chance is a part of the objective content of any applicable physics, deterministic or not. Probability, arrow of
time and decoherence This paper relates both to the metaphysics of
probability and to the physics of time asymmetry. Using the formalism
of decoherent histories, it investigates whether intuitions about time
directedness that are often associated with probability can be
justified in the context of no-collapse approaches to quantum
mechanics. At the same time it criticises the standard approach to time
symmetry in the decoherent histories literature. Quantum mechanics
re-interpreted with quantum real numbers Physical systems have two structures: that of the
physical qualities of the system and that of the laws that govern the
relations between the physical qualities. The general characteristic of
physical qualities is quantity, which is expressed in numbers. The laws
are normally expressed as equations which involve the numerical values
of the qualities. The question of what real numbers should be used has
rarely been raised, but now thanks to mathematical developments in the
1970s there is a general category of real numbers that plays a role for
quantities analogous to that Riemannian geometry plays for metric
geometry. In this paper, we postulate that each quantum system
possesses qualities which at all times have values given by quantum
real numbers. Then measurement is a process in which a standard real
number is obtained as an approximation to a quantum real number.
For Galilean relativistic systems, quantum particles, with m>0 and
spin 0, have quantum real number trajectories given by solutions
of Hamilton's equations in quantum real numbers. I will discuss the
double slit experiment for massive particles using quantum real numbers. Probability in the Everett world:
Comments on Wallace It is often objected that the Everett interpretation of
QM cannot make adequate sense of quantum probabilities, in one or both
of two senses: either it cannot make sense of probability at all, or
cannot explain why probability should be governed by the Born rule.
David Deutsch has attempted to meet these objections. He argues not
only that rational decision under uncertainty makes sense in the
Everett world, but also that under reasonable assumptions, the
credences of a rational agent in an Everett world should be constrained
by the Born rule. David Wallace has recently developed and defended
Deutsch's proposal, and greatly clarified its conceptual basis. In this
note I outline some concerns about a central step in the Deutsch
argument, as presented by Wallace.
AccommodationThere is plenty of accommodation in Potts Point
and Kings Cross, within walking distance of the conference. Listed
below are some options. For those on a very tight budget, there are
also numerous backpacker's hostels on Victoria Street.
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TransportThe best way to get around downtown Sydney is on foot or via public transport. The conference venue and the accommodation listed on this site are all within a 5-10 minute walk from Kings Cross railway station. From the Airport You can catch a train from the Airport to Kings Cross station, though you will need to change trains at Central station. The train fare from the Airport is $10. A taxi from the Airport to Potts Point costs about $28. There are also regular shuttle buses from the airport to accomodation in Potts Point. "Kingsford Smith Airport Bus Service" runs one such service, which costs around $8 per person and departs from outside the arrival hall every half hour. There is no need to make a booking. Parking Streetside parking is very limited in this area. Listed below are some commercial parking lots within 5-10 minutes walk from the conference venue. Parking charges are around $13 per day.
EnquiriesEnquiries to John Cusbert.
Last updated: 13.12.06.
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