Colored quaternion Dirac particles of charges \(2/3\) and \(-1/3\) (Q2866681)
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scientific article; zbMATH DE number 6238506
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Colored quaternion Dirac particles of charges \(2/3\) and \(-1/3\) |
scientific article; zbMATH DE number 6238506 |
Statements
13 December 2013
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quaternion Dirac equation
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quaternion
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color
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tensor product
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linear superposition
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fractional charges
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compositite particles
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electrodynamics
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Colored quaternion Dirac particles of charges \(2/3\) and \(-1/3\) (English)
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The author is using quaternions to develope further the Dirac formulism. A general treatment of quaternions in quantum mechanics is given by \textit{S. L. Adler} [Quaternionic quantum mechanics and quantum fields. New York, NY: Oxford University Press (1995; Zbl 0885.00019)]. With the aid of quaternions ``it is shown that structure with three colors with charges of \(2/3\) and \(-1/3\) results with a minimum of assumption.'' It is also is stated by the author ``how color neutral particles are required for a positive definite probability.''
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0.7000018358230591
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0.6981687545776367
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0.6969881653785706
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0.6881893873214722
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