On the divergence difficulty of quantized field theories and the rigorous treatment of radiation reaction : with related additional papers
dc.contributor.author
Peng, Hwan-Wu
en
dc.date.accessioned
2014-09-16T14:04:43Z
dc.date.available
2014-09-16T14:04:43Z
dc.date.issued
1945-04
dc.description.abstract
By an orthodox application of the perturbation theory to the general case of a quantized field, it is shown that the divergence difficulty hitherto encountered arises from a faulty application of the expansion method. The difficulty disappears if the degeneracy of the unperturbed system is properly treated by the method of secular perturbation. Physically, it is shown that this amounts to a rigorous treatment of the radiation reaction.
en
dc.description.tableofcontents
On the divergence difficulty of quantized field theories and the rigorous treatment of radiation reaction || Anomalous Scattering of Mesons / W. Heitler and H.W. Peng. Reprinted from The Physical Review, Vol. 62, Nos. 1 and 2, 81-82, July 1 and 15, 1942 || On the production of mesons by proton-proton collisions / W. Heitler and H.W. Peng. Proceedings of the Royal Irish Academy Vol. XLIX, Section A, No. 7 || On the Production of Mesons by Light Quanta and Related Processes / by J. Hamilton and H. W. Peng. Proceedings of the Royal Irish Academy Vol. XLIX, Section A, No. 11 || On the cascade production of mesons / H. W. Peng. Proceedings of the Royal Irish Academy Vol. XLIX, Section A, No. 14 || Theory of cosmic-ray mesons / J. Hamilton, W. Heitler, and H. W. Peng. Reprinted from The Physical Review, Vol. 64, Nos. 3 and 4, 78-94, August 1 and 15, 1943 || Quantum Mechanics of Fields. 1. Pure Fields / by Professor Max Born, F.R.S., and H. W. Peng. [Proceedings of the Royal Society of Edinburgh Section A: Mathematics. Volume 62, Issue 1, 1944 , pp. 40-57] || Statistical mechanics of fields and the 'apeiron'. Reprinted from Nature, vol. 153, page 164, February 5, 1944 || Quantum Mechanics of Fields. 11. Statistics of Pure Fields / by Professor Max Born, F.R.S., and H. W. Peng. Proceedings of the Royal Society of Edinburgh Section A: Mathematics. Volume LXII, Part 1 (no. 12) || Quantum Mechanics of Fields. Ill. Electromagnetic Field and Electron Field in Interaction / by Professor Max Born, F.R.S., and H. W. Peng. Proceedings of the Royal Society of Edinburgh Section A: Mathematics. Volume LXII, Part II (no. 15) || The Divergence Difficulty of Quantized Field Theories. Reprinted from Nature, vol. 154, page 544, October 28, 1944.
en
dc.identifier.uri
http://hdl.handle.net/1842/9418
dc.language.iso
en
dc.publisher
The University of Edinburgh
en
dc.relation.references
Anomalous scattering of mesons. W. Heitler and H.W. Peng. The physical review, vol.62, nos. 1 and 2, 81-82, July 1 and 15, I942
en
dc.relation.references
On the production of mesons by proton-proton collisions. W. Heitler and H.W. Peng. Proceedings of the Royal Irish Academy, vol. xlix, section A, no.7
en
dc.relation.references
On the production of mesons by light quanta and related processes. W. Heitler and H.W. Peng. Proceedings of the Royal Irish Academy, vol. xlix, section A, no.11
en
dc.relation.references
On the cascade production of mesons. H.W. Peng. Proceedings of the Royal Irish Academy, vol. xlix, section A, no.14
en
dc.relation.references
Theory of cosmic-ray mesons. J. Hamilton, W. Heitler, and H.W. Peng. The physical review. Vol. 64, nos. 3 and 4, 78-94, August 1 and 15, 1943.
en
dc.relation.references
Quantum mechanics of fields. 1. Pure fields. Max Born and H.W. Peng. December 2, 1943
en
dc.relation.references
Statistical mechanics of fields and the 'Apeiron'. Max Born, H.W. Peng. Nature, vol.153, February 5, 1944
en
dc.relation.references
Quantum mechanics of fields. 2. Statistics of pure fields. Max Born and H.W. Peng. Proceedings of the Royal Society of Edinburgh, Section A. Vol. LXII, part 1 (no.12) 1944.
en
dc.relation.references
Quantum mechanics of fields. 3. Electromagnetic field and electron field in interaction. Max Born and H.W. Peng. Proceedings of the Royal Society of Edinburgh, Section A. Vol. LXII, part 2 (no.15) 1944.
en
dc.relation.references
The divergence difficulty of quantized field theories. H.W. Peng. Nature, vol.154, October 28, 1944
en
dc.subject
Divergence difficulty
en
dc.subject
Perturbation theory
en
dc.subject
Radiation reaction
en
dc.title
On the divergence difficulty of quantized field theories and the rigorous treatment of radiation reaction : with related additional papers
en
dc.type
Thesis or Dissertation
en
dc.type.qualificationlevel
Doctoral
en
dc.type.qualificationname
DSc Doctor of Science
en
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