May I ask two questions regarding your recent "Theory of Quantum Space-Time" (gr-qc/0406121 v1, 29 June 2004, submitted to Royal Society).

You and Dorje Brody postulated that "space-time events are themselves infinite-dimensional Hermitian matrices", and suggested that the concept of a quantum state "emerges when we ask for consistent ways of 'averaging' over the geometry of quantum space-time in order to obtain a reduced description of phenomena in terms of the geometry of Minkowski space."

I wonder if you and/or Dorje can solve the puzzle of transition from classical to quantum,

http://God-does-not-play-dice.net/Yang.html#1

My second question is related to your field of expertise, mathematical finance and risk management. I wonder if you can include the phenomenon of Synchronicity. Please see some startling examples in [Ref. 1], which I quoted at

http://God-does-not-play-dice.net/Feedback.html#August_6_2001

Regards,

Dimi Chakalov
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[Ref. 1] Martin Plimmer and Brian King, Beyond Coincidence, Icon Books, Cambridge, 2004; ISBN 1-84046-534-4.