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" Theory of Heavy Quanta : "
by Frederik Jozef Belinfante.
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BL
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| Record Number
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776425
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b596422
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| Main Entry
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by Frederik Jozef Belinfante.
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| Title & Author
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Theory of Heavy Quanta : : Proefschrift\ by Frederik Jozef Belinfante.
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| Publication Statement
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Dordrecht : Springer Netherlands, 1939
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| Page. NO
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(xii, 125 pages)
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| ISBN
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9401575320
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: 9789401575324
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| Contents
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I. Undor Calculus and Charge-Conjugation --; Zusammenfassung. Resumo --; ʹ 1. Introduction --; ʹ 2. The Dirac wave-function (undor of the first rank) --; ʹ 3. Charge-conjugation of four-spinors --; ʹ 4. Neutrettors of the first rank --; ʹ 5. Undors of the second rank --; ʹ 6. Covariant undor calculus --; References --; II. The Undor Equation of the Meson Field --; Zusammenfassung. Resumo --; ʹ 1. The Proca-Kemmer meson equation in undor notation --; ʹ 2. The generalized meson equation and the neutretto equation --; ʹ 3. The charge-conjugated meson equation --; ʹ 4. The charge current-density and the magnetic moment of mesons --; ʹ 5. Charge-invariance and statistics --; References --; III. The Heavy Quanta Theory of Nuclear and Cosmic Ray Phenomena --; ʹ 1. Introduction --; ʹ 2. The four types of meson fields proposed by Kemmer and the simplified deuteron problem --; ʹ 3. The charge-dependence of nuclear forces --; ʹ 4. Quantization and relativistic invariance of the theory --; ʹ 5. Elimination of the longitudinal electromagnetic field --; ʹ 6. Discussion of the Hamiltonian --; ʹ 7. The heavy quanta interaction between nuclons --; ʹ 8. The deuteron problem --; ʹ 9. The neutron-proton scattering --; ʹ 10. The spontaneous disintegration of heavy quanta. --; ʹ 11. The?-disintegration of instable nuclei --; ʹ 12. Scattering and absorption of mesons by nuclei --; ʹ 13. Discussion of the limits and the value of the theory --; References --; Samenvatting.
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| Abstract
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Grossen, we1che sich transformieren wie Produkte 4-komponentiger D ira c scher Wellenfunktionen, werden "Undoren" genannt. Zu jedem Undor tjJ kann durch Linearkombination der Komponenten seines kom plex Konjugierten tjJ* ein neuer "ladungskonjugierter" Undor tjJ£ gebil det werden. Wenn tjJ =
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| Subject
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Science (General)
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| LC Classification
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QC174.1B947 1939
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| Added Entry
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F J Belinfante
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