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Richard S. Varga

From Wikipedia, the free encyclopedia
American mathematician (1928–2022)
For the Slovak triathlete, seeRichard Varga (triathlete).

Richard S. Varga
Born
Richard Steven Varga

(1928-10-09)October 9, 1928
DiedFebruary 25, 2022(2022-02-25) (aged 93)
Alma materCase Institute of Technology
Harvard University
Known forNumerical analysis
Experimental mathematics
Complex analysis
1/9th Conjecture
Padé approximation
Matrix theory
Scientific career
FieldsApplied Mathematics
InstitutionsBettis Atomic Power Laboratory
Case Western Reserve University
Kent State University
Doctoral advisorJoseph L. Walsh
Doctoral studentsPhilippe G. Ciarlet

Richard Steven Varga (October 9, 1928 - February 25, 2022)[1] was an American mathematician who specialized innumerical analysis andlinear algebra. He was an Emeritus University Professor of Mathematical Sciences atKent State University and an adjunct Professor atCase Western Reserve University. Varga was known for his contributions to many areas of mathematics, includingmatrix analysis,complex analysis,approximation theory, andscientific computation. He was the author of the classic textbookMatrix Iterative Analysis.[2] Varga served as the Editor-in-Chief of the journalElectronic Transactions on Numerical Analysis (ETNA).[3]

Birth and education

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Richard Varga was born inCleveland,Ohio ofHungarian-born parents in 1928. He obtained a bachelor's degree in mathematics from Case Institute of Technology (presentCase Western Reserve University) in 1950. Varga was a member of thecollegiate wrestling team of Case.

Following the advice of Professor Max Morris at Case, Varga joinedHarvard University for the master's degree and obtained an A.M. in mathematics. Continuing his doctoral work at Harvard under the supervision ofJoseph L. Walsh, Varga worked on the theory ofrational approximation ofcomplexanalytic functions. Varga received hisPh.D. degree in 1954 with a dissertationProperties of a Special Set ofEntire Functions and their RespectivePartial Sums.[4]

While at Harvard, Varga also studied withGarrett Birkhoff, who later came to collaborate with Varga in research both oniterative methods for differential equations and onpositive matrices (andpositive operators onpartially ordered vector spaces).

Career

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From 1954 until 1960, Varga worked forBettis Atomic Power Laboratory in Pittsburgh. In 1960 he returned toCase Institute of Technology as a professor of mathematics and remained there for the next nine years. He then moved to Kent State University as University Professor of mathematics. At Kent Varga has held numerous academic positions, including director (1980–1988) and research director (1988–2006) of the Institute for Computational Mathematics.[5] His work includes numerical analysis—particularly iterative methods innumerical linear algebra, matrix theory, and differential equations—complex approximation theory, particularlyPadé approximation (often with Edward B. Saff, Jr.)—and analytic number theory, including high-precision calculations related to theRiemann hypothesis. He is also known for advocating experimentation in mathematics, and for writing a monograph surveying his contributions on scientific computing to resolve open problems and conjectures.[6]

Awards and honors

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In 2012 he became a fellow of theAmerican Mathematical Society.[7]

See also

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References

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  1. ^"Outstanding Young Men of American".Archived from the original on September 27, 2020. RetrievedDecember 25, 2024.
  2. ^Matrix Iterative Analysis.ISBN 9783540663218.OL 48526M. RetrievedDecember 19, 2009.
  3. ^"Electronic Transactions on Numerical Analysis (ETNA)".Archived from the original on December 21, 2009. RetrievedDecember 19, 2009.
  4. ^Benzi, Michele; Ljiljana Cvetković; Michael Neumann (2006). "Preface".Numerical Algorithms.42 (3–4). Spriger:205–206.Bibcode:2006NuAlg..42..205B.doi:10.1007/s11075-006-9050-6.ISSN 1572-9265.S2CID 216132059.
  5. ^"Vita: Richard S. Varga". RetrievedDecember 19, 2009.
  6. ^Scientific Computation on Mathematical Problems and Conjectures, CBMS-NSF Regional Conference Series in Applied Math., #60, Soc. for Industrial and Applied Mathematics, Philadelphia, 1990, 122 pp.MR 92b:65012.SIAM Reviews 35(1993), 318-320.Zbl. 703.65004.
  7. ^List of Fellows of the American Mathematical SocietyArchived January 1, 2019, at theWayback Machine, retrieved 2013-08-28.

External links

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