Entropy, Vol. 20, Pages 483: Non-Commutative Worlds and Classical Constraints
Entropy doi: 10.3390/e20070483
Authors:
Louis H. Kauffman
This paper reviews results about discrete physics and non-commutative worlds and explores further the structure and consequences of constraints linking classical calculus and discrete calculus formulated via commutators. In particular, we review how the formalism of generalized non-commutative electromagnetism follows from a first order constraint and how, via the Kilmister equation, relationships with general relativity follow from a second order constraint. It is remarkable that a second order constraint, based on interlacing the commutative and non-commutative worlds, leads to an equivalent tensor equation at the pole of geodesic coordinates for general relativity.
Authors: |
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Kauffman, Louis H. |
Journal: |
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Entropy
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Volume: |
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20 |
edition: |
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7 |
Year: |
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2018 |
Pages: |
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483 |
DOI: |
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10.3390/e20070483
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Publication date: |
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21-Jun-2018 |