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Walter Gautschi

From Wikipedia, the free encyclopedia
Swiss-American mathematician
Walter Gautschi
Born
Walter Gautschi

(1927-12-11)December 11, 1927 (age 97)
Nationality
  • American
  • Swiss
Alma materUniversity of Basel
Occupation(s)Mathematician, professor and writer
EmployerPurdue University
Spouse
Erika Gautschi
(m. 1960; died 2023)
Children3

Walter Gautschi (/ˈɡi/;GOW-chee; born December 11, 1927) is a Swiss-born Americanmathematician,writer andprofessor emeritus ofComputer science andMathematics atPurdue University inWest Lafayette, Indiana.[1] He is primarily known for his contributions tonumerical analysis[2] and has authored over 200 papers in his area and published four books.

Early life and education

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Gautschi was born December 11, 1927, inBasel, Switzerland, to Heinrich Gautschi (1901-1975). His paternal family originally hailed fromReinach. His patrilineal uncle, Adolf Eduard Gautschi, was a custodian and landscape painter.[3] He had one twin brother Werner (1927-1959). He completed aPh.D. inmathematics from theUniversity of Basel on the thesisAnalyse graphischer Integrationsmethoden advised byAlexander Ostrowski andAndreas Speiser (1953).[4]

Career

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Since then, he did postdoctoral work as a Janggen-Pöhn Research, Fellow at theIstituto Nazionale per le Applicazioni del Calcolo inRome (1954) and at theHarvard Computation Laboratory (1955). He had positions at theNational Bureau of Standards (1956–59), theAmerican University inWashington, D.C., theOak Ridge National Laboratory (1959–63) before joiningPurdue University where he has worked from 1963 to 2000 and now beingprofessor emeritus. He has been aFulbright Scholar at theTechnical University of Munich (1970) and held visiting appointments at theUniversity of Wisconsin–Madison (1976),Argonne National Laboratory, theWright-Patterson Air Force Base,ETH Zurich (1996-2001), theUniversity of Padova (1997), and theUniversity of Basel (2000).[5]

As well-known (e.g. Gerhard Wanner, Genevac. 2011 and the well-known first-hand sources and subsequent reports such as Math. Intelligencer, etc), one of Gautschi's most important contributions on numerical simulation of special functions offered evidence and confidence tode Branges's tour-de-force attack on the elusiveBieberbach conjecture on the magnitude of coefficients of schlicht functions, which hitherto received only slow, difficult and partial progress by work of Bieberbach, Loewner, Gabaredian and Schiffer.

Personal life

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In 1960, Gautschi married Erika, who was previously married to his twin brother Werner (1927-1959). Werner was also an academic professor and lecturer and emigrated to theUnited States with his wife in 1956. After his sudden death, Erika returned to Switzerland, while being pregnant with her child toBasel where she met Walter and married him in 1960.[6] They had three daughters;

  • Theresa (1961-2018), married Ainsworth, two children; Emily Ainsworth (b. 1994) and Keith (b. 1997), formerly ofCamas, Washington.[7]
  • Doris (b. 1965)[8]
  • CarolineCari (b. 1969)

Through his predeceased twin brother, he has stepson/nephew, Thomas (b. 1960). Gautschi still resides inWest Lafayette, Indiana.

Books

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  • Colloquium approximatietheorie, MC Syllabus 14, Mathematisch Centrum Amsterdam, 1971. With H. Bavinck and G. M. Willems
  • Numerical analysis: an introduction, Birkhäuser, Boston, 1997;[9] 2nd edition, 2012.
  • Orthogonal polynomials: computation and approximation, Oxford University Press, Oxford, 2004.[10]
  • Walter Gautschi, Selected Works with Commentaries, Springer Science & Business Media, 2013, 3 vols., Brezinski, Claude, and Ahmed Sameh, eds.
  • Orthogonal polynomials inMATLAB: exercises and solutions, SIAM, Philadelphia, 2016.[11]

Surveys

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  • Gander, W., & Gautschi, W. (2000). Adaptive quadrature—revisited.BIT Numerical Mathematics, 40(1), 84–101.
  • Gautschi, W. (1996). Orthogonal polynomials: applications and computation.Acta Numerica, 5, 45–119.
  • Gautschi, W. (1981). A survey of Gauss-Christoffel quadrature formulae. In EB Christoffel (pp. 72-147). Birkhäuser, Basel.
  • Gautschi, W. (1967). Computational aspects of three-term recurrence relations. SIAM Review, 9(1), 24–82.

References

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  1. ^"Walter Gautschi - Department of Computer Science - Purdue University".www.cs.purdue.edu.Archived from the original on 2023-05-04. Retrieved2023-05-04.
  2. ^Philip J. Davis,Walter GautschiArchived 2008-05-13 at theWayback Machine, interviewSociety for Industrial and Applied Mathematics (December 7, 2004)
  3. ^"Eduard Gautschi (1900–1965)".kunstbreite.ch.Archived from the original on 2023-12-04. Retrieved2023-12-04.
  4. ^Walter Gautschi at theMathematics Genealogy Project
  5. ^homepageArchived 2008-09-24 at theWayback Machine atPurdue University.
  6. ^"Obituaries in West Lafayette, IN | Journal and Courier".jconline.com. Retrieved2023-05-04.
  7. ^"Theresa Gautschi-Ainsworth Obituary (2018) - Camas, Wa., IN - Journal & Courier".Legacy.com.Archived from the original on 2023-05-04. Retrieved2023-05-04.
  8. ^"ABOUT".Joyful Math.Archived from the original on 2023-05-04. Retrieved2023-05-04.
  9. ^Stetter, Hans J. (1999)."Review ofNumerical analysis, an introduction by Walter Gautschi".Math. Comp.68 (226): 887.doi:10.1090/S0025-5718-99-01151-5.
  10. ^Segura, Javier (June 2006). "Review ofOrthogonal Polynomials: Computation and Approximation by Walter Gautschi".SIAM Review.48 (2):431–433.JSTOR 20453824.
  11. ^Townsend, Alex."Review ofOrthogonal polynomials in MATLAB: exercises and solutions by Walter Gautschi"(PDF).www.math.cornell.edu/~ajt.

External links

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