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John Iliopoulos

From Wikipedia, the free encyclopedia
Greek physicist
John Iliopoulos
Ιωάννης Ηλιόπουλος
John Iliopoulos at theÉcole Normale Supérieure, Paris, 2009.
Born1940 (age 85–86)
Alma materNational Technical University of Athens
University of Paris (PhD)
Known forCharm quark
GIM mechanism
Fayet–Iliopoulos D-term
AwardsSakurai Prize (1987)
Dirac Medal (ICTP) (2007)
High Energy and Particle Physics Prize (2011)
Scientific career
FieldsParticle physics
InstitutionsÉcole normale supérieure (Paris)
Thesis Théorème de basse énergie et algèbre des courants (1968)

John (Jean) Iliopoulos (Greek: Ιωάννης Ηλιόπουλος; 1940) is aGreekphysicist. He is the first person to present theStandard Model ofparticle physics in a single report.[1] He is best known for his prediction of thecharm quark withSheldon Glashow andLuciano Maiani (the "GIM mechanism").[2] Iliopoulos is also known for demonstrating the cancellation ofanomalies in the Standard model.[3] He is further known for theFayet–Iliopoulos D-term formula, which was introduced in 1974. He is currently an honorary member of Laboratory oftheoretical physics ofÉcole normale supérieure, Paris.

Biography

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Iliopoulos graduated fromNational Technical University of Athens (NTUA) in 1962 as a Mechanical-Electrical Engineer. He continued his studies in the field of Theoretical Physics inUniversity of Paris, and in 1963 he obtained the D.E.A, in 1965 the Doctorat 3e Cycle, and in 1968 the Doctorat d' Etat titles. Between the years 1966 and 1968 he was a scholar atCERN, Geneva. From 1969 till 1971 he was a Research Associate inHarvard University.[4] In 1971 he returned in Paris and began working atCNRS. He also held the director position of the Laboratory of Theoretical Physics of theÉcole normale supérieure between the years 1991-1995 and 1998-2002. In 2002, Iliopoulos was the first recipient of the Aristeio prize, which has been instituted to recognize Greeks who have made significant contributions towards furthering their chosen fields of science. Iliopoulos and Maiani were jointly awarded the 1987Sakurai Prize for theoretical particle physics.[5] In 2007 Iliopoulos and Maiani received theDirac Medal of the ICTP "(f)or their work on the physics of the charm quark, a major contribution to the birth of the Standard Model, the modern theory of Elementary Particles." And in 2011, Glashow, Iliopoulos, and Maiani received theHigh Energy and Particle Physics Prize, awarded by theEuropean Physical Society (EPS), "(f)or their crucial contribution to the theory of flavour, presently embedded in the Standard Theory of strong and electroweak interactions."[6]

Scientific work

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Iliopoulos is a specialist in high energy theoretical physics and elementary particle physics. In 1970, in collaboration withSheldon Glashow andLuciano Maïani, he introduced the so-called "GIM mechanism" (named after the three authors) which is an essential element of the theory of fundamental interactions known as the "Standard Model ".[7] This mechanism postulates the existence of a new elementary particle, the "charmed"quark, a prediction that was confirmed by experiments. In 1972, in collaboration withClaude Bouchiat and Philippe Meyer,[8] he demonstrated that the mathematical coherence of the Standard Model requires symmetry between the elementary constituents of matter, namely quarks (which formhadrons such asproton andneutron) andleptons (such aselectron,muon andneutrinos). This symmetry is also verified experimentally.

Iliopoulos was one of the pioneers ofsupersymmetry, the hypothetical symmetry that linksfermions andbosons. He showed that it has remarkable convergence properties and, in collaboration with Pierre Fayet,[9] he proposed a mechanism that leads to its spontaneous breakage. He also studied some aspects of thequantum theory ofgravitation as well as the mathematical properties of invariantgauge theories formulated in a non-commutative geometric space.

Most significant publications

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Awards

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See also

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References

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  1. ^Veltman, Martinus J. G. (2018-03-21).Facts And Mysteries In Elementary Particle Physics (Revised ed.). World Scientific. p. 399.ISBN 978-981-323-707-0.
  2. ^S. L. Glashow; J. Iliopoulos; L. Maiani (1970). "Weak Interactions with Lepton-Hadron Symmetry".Phys. Rev.D2 (7): 1285.Bibcode:1970PhRvD...2.1285G.doi:10.1103/PhysRevD.2.1285.
  3. ^Bouchiat, Cl, Iliopoulos, J, and Meyer, Ph (1972) . "An anomaly-free version of Weinberg's model."Physics LettersB38, no. 7 (1972) 519-523.
  4. ^Hoddeson, Lillian; Brown, Laurie; Riordan, Michael; Dresden, Max (1997-11-13).The Rise of the Standard Model: A History of Particle Physics from 1964 to 1979. Cambridge University Press. p. 447.ISBN 978-0-521-57816-5.
  5. ^"Prize Recipient".www.aps.org. Retrieved2024-03-27.
  6. ^"High Energy Particle Physics Board".eps-hepp.web.cern.ch. Archived fromthe original on 2020-08-18. Retrieved2024-03-27.
  7. ^Glashow, S. L.; Iliopoulos, J.; Maiani, L. (1970-10-01). "Weak Interactions with Lepton-Hadron Symmetry".Physical Review D.2 (7). American Physical Society (APS):1285–1292.Bibcode:1970PhRvD...2.1285G.doi:10.1103/physrevd.2.1285.ISSN 0556-2821.
  8. ^Bouchiat, C.; Iliopoulos, J.; Meyer, Ph. (1972). "An anomaly-free version of Weinberg's model".Physics Letters B.38 (7). Elsevier BV:519–523.Bibcode:1972PhLB...38..519B.doi:10.1016/0370-2693(72)90532-1.ISSN 0370-2693.
  9. ^Fayet, P.; Iliopoulos, J. (1974). "Spontaneously broken supergauge symmetries and goldstone spinors".Physics Letters B.51 (5). Elsevier BV:461–464.Bibcode:1974PhLB...51..461F.doi:10.1016/0370-2693(74)90310-4.ISSN 0370-2693.
  10. ^"Members of the First Section".Academy of Athens. 23 November 2015. Retrieved2022-02-03.
  11. ^French Academy of Sciences.
  12. ^High Energy Particle Physics Division of EPS."High Energy Particle Physics Prize".eps-hepp.web.cern.ch. Retrieved2026-02-07.
  13. ^École normale supérieure (Paris, France).[permanent dead link]
  14. ^"Αναγόρευση του Ακαδημαϊκού Ιωάννη Ηλιόπουλου, ως Επίτιμου Διδάκτορα του Ε.Μ.Π. (Σ.Ε.Μ.Φ.Ε.) (πρόσκληση) - ΣΕΜΦΕ".semfe.ntua.gr (in Greek). 2017-04-24. Retrieved2024-03-27.
  15. ^"I premi Feltrinelli edizione 2023 | Accademia Nazionale dei Lincei".www.lincei.it (in Italian). Retrieved2024-03-27.
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