Generalized beable quantum field theory

Roy, S. M. ; Singh, Virendra (1990) Generalized beable quantum field theory Physics Letters B, 234 (1-2). pp. 117-120. ISSN 0370-2693

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Generalising the Broglie-Bohm quantum mechanics without wave-function collapse, Bell formulated the "beable quantum field theory". The local beables n(t) exist independent of observation and, together with the state vector |t>, specify completely the state of the world at time t. We calculate the most general transition probabilities between different beable configurations, such that the resulting probability Pn(t) for configuration n coincides with that in ordinary quantum field theory. Bell's formula is a special case.

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Deposited On:07 Jun 2011 07:04
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