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Martin David Kruskal information


Martin Kruskal
Born
Martin David Kruskal

(1925-09-28)September 28, 1925
New York City, New York, US
DiedDecember 26, 2006(2006-12-26) (aged 81)
Princeton, New Jersey, US
CitizenshipUnited States
Alma mater
  • New York University
  • University of Chicago
Known for
Kruskal–Szekeres coordinates
Kruskal–Shafranov instability
Bernstein–Greene–Kruskal modes
Kruskal–Schwarzchild instability
Theory of solitons
Kruskal count
Awards
  • Heineman Prize (1983)
  • National Medal of Science (1993)
  • ForMemRS (1997)[1][2]
  • Steele Prize (2006)
Scientific career
FieldsMathematical physics
Institutions
  • Rutgers University
  • Princeton University
Doctoral advisorRichard Courant
Doctoral students
  • Robert Sinclair MacKay[3]
  • Steven Orszag[3]
  • Nalini Joshi[3]

Martin David Kruskal (/ˈkrʌskəl/; September 28, 1925 – December 26, 2006)[1] was an American mathematician and physicist. He made fundamental contributions in many areas of mathematics and science, ranging from plasma physics to general relativity and from nonlinear analysis to asymptotic analysis. His most celebrated contribution was in the theory of solitons.[4]

He was a student at the University of Chicago and at New York University, where he completed his Ph.D. under Richard Courant in 1952. He spent much of his career at Princeton University, as a research scientist at the Plasma Physics Laboratory starting in 1951, and then as a professor of astronomy (1961), founder and chair of the Program in Applied and Computational Mathematics (1968), and professor of mathematics (1979). He retired from Princeton University in 1989 and joined the mathematics department of Rutgers University, holding the David Hilbert Chair of Mathematics.

Apart from serious mathematical work, Kruskal was known for mathematical diversions. For example, he invented the Kruskal count, a magical effect that has been known to perplex professional magicians because it was based not on sleight of hand but on a mathematical phenomenon.

  1. ^ a b Cite error: The named reference Gibbon-Cowley_Joshi-MacCallum_2017 was invoked but never defined (see the help page).
  2. ^ Cite error: The named reference RS_2015 was invoked but never defined (see the help page).
  3. ^ a b c Martin David Kruskal at the Mathematics Genealogy Project
  4. ^ O'Connor, John J.; Robertson, Edmund F., "Martin David Kruskal", MacTutor History of Mathematics Archive, University of St Andrews

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Martin David Kruskal (/ˈkrʌskəl/; September 28, 1925 – December 26, 2006) was an American mathematician and physicist. He made fundamental contributions...

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mathematician and statistician Martin David Kruskal (1925–2006), American mathematician and physicist Joseph Kruskal (1928–2010), American mathematician...

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mathematician Martin David Kruskal in the early 1970s as a side-product while working on another problem. It was published by Kruskal's friend Martin Gardner...

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Joseph Kruskal

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television. Kruskal had two notable brothers, Martin David Kruskal, co-inventor of solitons, and William Kruskal, who developed the Kruskal–Wallis one-way...

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Kink instability

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exceeds the Kruskal–Shafranov limit and is sometimes known as the Kruskal–Shafranov (kink) instability, named after Martin David Kruskal and Vitaly Shafranov...

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Clyde Kruskal

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science at the University of Maryland, College Park. Kruskal is the son of mathematician Martin Kruskal. He graduated from Brandeis University in 1976, and...

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Interchange instability

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field. The basic concept was first noted in a 1954 paper by Martin David Kruskal and Martin Schwarzschild, which demonstrated that a situation similar...

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International Council for Industrial and Applied Mathematics

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the James Clerk Maxwell Foundation. 1999 Grigory Barenblatt 2003 Martin David Kruskal 2007 Peter Deuflhard [de] 2011 Vladimir Rokhlin 2015 Jean-Michel...

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Nalini Joshi

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Sydney, and her PhD at Princeton University under the supervision of Martin David Kruskal. Her PhD thesis was entitled The Connection Problem for the First...

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Quantum Heisenberg model

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Integrable system

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integrable systems was revived with the numerical discovery of solitons by Martin Kruskal and Norman Zabusky in 1965, which led to the inverse scattering transform...

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Quantum inverse scattering method

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classical inverse scattering method pioneered by Norman Zabusky and Martin Kruskal used to investigate the Korteweg–de Vries equation and later other integrable...

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Integrable algorithm

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numerical experiments to the KdV equation by Norman Zabusky and Martin David Kruskal. Today, various relations between numerical analysis and integrable...

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Lillian Oppenheimer

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Vorhaus Oppenheimer (née Lillian Rose Vorhaus, formerly Lillian Vorhaus Kruskal; October 24, 1898 – July 24, 1992) was an origami pioneer from New York...

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Tokamak

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address them. Important contributions to the field were made by Martin David Kruskal and Martin Schwarzschild in the US, and Shafranov in the USSR. One idea...

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Robert Sinclair MacKay

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Princeton University for research supervised by John M. Greene and Martin David Kruskal. Between 1982 and 1995, MacKay held postdoctoral research positions...

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Hitchin system

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History of nuclear fusion

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claques proposed various solutions. This was soon followed by Martin David Kruskal and Martin Schwarzschild's paper discussing pinch machines, however, which...

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Steven Orszag

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in astrophysics from Princeton University. His thesis adviser was Martin David Kruskal. In 1967, Orszag was appointed as a professor of applied mathematics...

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List of National Medal of Science laureates

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Kleene, John McCarthy 1991—Alberto Calderón 1992—Allen Newell 1993—Martin David Kruskal 1994—John Cocke 1995—Louis Nirenberg 1996—Richard M. Karp, Stephen...

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Chiral model

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List of theoretical physicists

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Richard Dalitz (1925–2006) Martin David Kruskal (1925–2006) Yuval Ne'eman (1925–2006) Albert Overhauser (1925–2011) Martin Gutzwiller (1925–2014) Norman...

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September 28

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1925 – Cromwell Everson, South African composer (d. 1991) 1925 – Martin David Kruskal, American physicist and mathematician (d. 2006) 1926 – Jerry Clower...

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Inverse scattering transform

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Press. ISBN 978-0-521-33655-0. Gardner, Clifford S.; Greene, John M.; Kruskal, Martin D.; Miura, Robert M. (1967). "Method for Solving the Korteweg-deVries...

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