Feza Gürsey

Feza Gürsey (Turkish pronunciation: [ˈfeza ˈɟyɾsej]; April 7, 1921 – April 13, 1992) was a Turkish mathematician and physicist.[7] Among his most prominent contributions to theoretical physics, his works on the Chiral model and on SU(6) are most popular.

Feza Gürsey[1]
Born(1921-04-07)April 7, 1921
Istanbul
DiedApril 13, 1992(1992-04-13) (aged 71)
New Haven, Connecticut
Alma mater
Known for
Scientific career
FieldsMathematical Physics
Institutions
ThesisApplications of Quaternions to Field Equations [2] (1950)
Doctoral advisorHarry Jones
Doctoral students

Biography

Feza Gürsey was born on April 7, 1921, in Istanbul, to Reşit Süreyya Gürsey, a military physician, and Remziye Hisar, a chemist and a pioneering female Turkish scientist. He graduated from Galatasaray High School in 1940, and received his degree in Mathematics – Physics from Istanbul University in 1944.

Through a scholarship of the Turkish Ministry of Education he received while he was an assistant in Istanbul University, he pursued a doctorate degree at the Imperial College London in the United Kingdom. He completed his work on Application of Quaternions to Quantum Field Theory in 1950. After spending the period from 1950 to 1951 in postdoctoral research at Cambridge University, he worked as an assistant at Istanbul University, where he married Suha Pamir, also a physics assistant, in 1952, and in 1953 he acquired the title of associate professor.

During 1957–1961 he worked at Brookhaven National Laboratory, Institute for Advanced Study in Princeton, New Jersey, and Columbia University. In 1960s, he worked on the Nonlinear Chiral Lagrangian, and produced results of relevance to Quantum Chromodynamics.

Returning to Turkey in 1961, he accepted the title of professor from Middle East Technical University (METU) and took part in the establishment of METU Department of Theoretical Physics. Continuing his work as a lecturer at METU until 1974, he formed a research group.

Being offered a position at Yale University in 1965, he started to work in both Yale University and METU, until 1974, when he decided to give up his position in METU and settle in the United States to continue with Yale. During these years, he took part in the formulation of E(6) grand unified theories.[8]

Gürsey died in 1992, in New Haven, Connecticut. He is survived by his son, Yusuf Gürsey. The Feza Gürsey Institute, founded by the joint effort of Boğaziçi University and TÜBİTAK in Turkey, is named in his honor.

Edward Witten Notes:

Feza Gürsey was one of the most respected members of the physics community and his untimely death on April 13, 1992 was a great loss to theoretical physics. He will always be remembered for his many seminal and deep contributions to theoretical physics as well as for his kindness, civility and scholarship. For those of us who knew him he epitomized a style of physics and an epoch in the history of physics.

Feza's scientific work is marked with remarkable originality and elegance as well as intellectual courage. He never hesitated to pick problems that were not fashionable. He worked at them in depth, planting seeds that in some cases developed into whole branches of our discipline. Outstanding examples would include his conception of the pion in terms of spontaneously broken chiral symmetry, and his contributions to the introduction of exceptional gauge groups for grand unification. To the end of his life he was tackling the most difficult problems, planting new seeds in unknown soil.

In the early part of his career, Gürsey studied the conformal group and conformally invariant quantum field theories, concepts whose role in physics are now central. This developed into his long and multifaceted interest in the unitary representations of non-compact groups and their applications to space-time. In the late fifties he did his work on Pauli-Gürsey transformations and later introduced the non-linear chiral Lagrangian, one of his most seminal contributions to theoretical physics. Chiral symmetry and non-linear realizations of symmetry groups have since become an integral part of theoretical physics. In the 1960s, Feza became well known for his work on the SU(6) symmetry that combines the unitary spin SU(3) of the eightfold way with non-relativistic spin degrees of freedom of quarks. Subsequent attempts to understand the origin of SU(6) symmetry led to the introduction of the color degrees of freedom of quarks. Feza's introduction in the mid-1970s of the grand unified theory based on the exceptional group E6 -which has continued to fascinate theoretical physicists ever since- was one facet of his long interest in the possible role of quaternions and octonions in physics. This interest also led to Feza's work on quaternion analyticity, which continued practically to the end of his life.

Feza was an exceptionally inspiring teacher. He trained many Ph.D students who now hold academic positions in numerous countries of the world. Throughout his life he retained a youthful spirit and was always enthusiastic about learning new things. He had a special rapport with the young people and enjoyed their company.

Reminiscing only about Feza Gürsey the physicist would not do full justice to him. He was a very cultured man who distilled the essential and sublime elements of Western and Turkish cultures and synthesized them into a singularly unique whole in his personality and wisdom. One could have deep and penetrating discussions with him on the music of Franz Schubert and Dede Efendi, on the poetry of Yunus Emre and Goethe, on the novels of Thomas Mann and Marcel Proust, on the paintings of Van Gogh and Giotto, in short, on essentially any subject of depth and beauty.

The Gürsey Memorial Conferences that are to be held biannually are hopefully a fitting way to pay tribute to his memory. We hope that these will be conferences that Gürsey himself would have enjoyed! His memory will always be with those of us who were his friends and colleagues.

Courtesy of the Editors of Strings and Symmetries, Proceedings, Istanbul, Turkey, 1994, Aktas et al.

Publications
  • (With Chia-Hsiung Tze) On the Role of Division, Jordan, and Related Algebras in Particle Physics (1996), ISBN 981-02-2863-5

Awards and honors

The Feza Gürsey Institute in Istanbul and Feza Gürsey Science Center in Ankara are named in his honor.

gollark: I saw it from my user page this morning, I think.
gollark: Hmm, troubling!
gollark: Will it autogenerate esowiki pages and interpreters?
gollark: Very exciting.
gollark: I'm sure you'd like to think so.

References
  1. Feza Gürsey was elected to The American Physical Society Fellow in 1986 for his important contributions to symmetries of particles through the use of Group Theory; the introduction of chiral symmetry and the SU(6) symmetry of the quark model; and the introduction of exceptional groups to particle physics.
  2. "The Mathematics Genealogy Project - Feza Gürsey". Mathematics Genealogy Project. North Dakota State University Department of Mathematics. Retrieved 27 September 2015.
  3. Itzhak Bars, University of Southern California Los Angeles, CA 90089-0484
  4. "The Mathematics Genealogy Project - Metin Gürses". Mathematics Genealogy Project. North Dakota State University Department of Mathematics. Retrieved 26 August 2017.
  5. Metin Gürses, Bilkent University, Ankara, Turkey.
  6. Pierre Sikivie, University of Florida, Florida, United States
  7. https://www.biyografya.com/biyografi/5931
  8. F. Gürsey, P. Ramond, P. Sikivie, A universal gauge theory model based on E6, Physics Letters B, Volume 60, Issue 2, 5 January 1976, Pages 177-180.
  9. Walter, Claire (1982). Winners, the blue ribbon encyclopedia of awards. Facts on File Inc. p. 438. ISBN 9780871963864.
  10. "Gürsey and Glashow share Oppenheimer memorial". Physics Today. American Institute of Physics. 30 (5): 95. May 1977. doi:10.1063/1.3037556.
  11. "Dr. Feza Gursey, 71, A Decorated Physicist". The New York Times. 1992-04-24. Retrieved 2008-09-05.
  12. "Fizikciler, Feza Gursey". 2006. Archived from the original on 2012-02-08. Retrieved 2012-05-12.
  13. "Onorificenze - Dettaglio del conferimento". Archived from the original on 2015-09-28. Retrieved 2015-09-27.
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.