Seeds and Escapes Physics Philosophy of Science
Seeds and Escapes Physics Philosophy of Science
Seeds and Escapes
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- On compatibility of the quantum theory and theory of general relativity - by Dr. Mendel Sachs.
- Evidence of entanglement is event stronger argument for non-locality then Bell theorem.
- Archives of the discussions and posts in this members only group.
- The nature of the field left in the cavity after the measurement of an atom's state is probed by a second atom. Illustrated account.
- Random vectors, quantum gravity and dark matter.
- Recent work on Bohmian mechanics, the formulation of quantum mechanics proposed in 1952 by David Bohm.
- While older generation of dissidents, Einstein, deBroglie, Bohm, Nelson, Bell, ... passed away, a new generation arose to "question the authorities": Objective Science -- A rational, reality based foundation for the sciences.
- This book-on-the-web presents an unorthodox, critical review of the Copenhagen Interpretation (CI).
- Does QM implies simultaneous existence of distinct experiences of a single person ?
- Role of Decoherence in QM measurement
- Decoherent histories (DH) approach was initiated in 1984
- LEONARD MANDEL at the University of Rochester used parametric down-converter
- E-book reviews history, alternatives and raises good questions on philosophy and free will.
- Recent claims that Bell's theorem fails because of time phenomena are investigated
- This article is to provide such a refutation, within a strictly quantum theoretical framework and without the need of any additional assumptions.
- Does Bell's Inequality Principle rule out local theories of quantum mechanics?
- Measurement changes toplogy of the spacetime.
- Science forum comparing TEW with other interpretations.
- Includes a critical review of QM concepts, Bell's theorem and its implications. Based on sceptical view of infinite structures in mathematics.
- Simple explanation of 'memory loophole' escape.
- Non-local description in terms of interaction events, called nodes.
- Complex and negative probabilities and their relation to quantum mechanics
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