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Quantum computing the Jones polynomial

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... What is ψ ? There is no sharp answer. Theoretical physicists are very flexible in adapting their tools, and no axiomization can keep up with them. But it is fair to say that there are two core ideas of quantum field theory. First: The basic dynamical degrees of freedom are operator functions of spa ...
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... particle physics is quantum gravity and the ultimate unification of forces of nature at high energies. It is widely believed that NCG and a radical rethinking of the structure of spacetime will be quite relevant in this quest. It is with these connections in mind that a practitioner of NCG should pu ...
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Towards A Quantum Mechanical Model of Foreign Policy
Towards A Quantum Mechanical Model of Foreign Policy

... The chief philosophical implication of these laws is the principle of cause and effect. This holds that for any natural event, there must have been a direct and identifiable trigger. It is also suggestive that the same cause must be assigned to natural events of the same kind irrespective of distanc ...
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... sake of a few exceptional cases, a periodic or almost periodic behavior in the limit Pi  t  ); 2) or also for any initial distribution all Pi  t  tend to zero, the scattering takes place at infinity. At finite number of states there is, of course, only the first opportunity. The property of mono ...
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... mechanics can be derived from geometry and relativity. In Section 3, the newly derived operators are used to infer the existence of the quantized equivalents of the Hamilton equations of motion, which Hamilton derived in about 1833 without the use of the lagrangian dynamics. It is well known that th ...
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Hidden variable theory

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