Author

Gilbert Strang

Gilbert Strang books and biography

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Calculus Chapter 1 Introduction To Calculus


By Gilbert Strang
Mathematics

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Calculus Chapter 10 Infinite Series


By Gilbert Strang
Mathematics

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Calculus Chapter 11 Vectors


By Gilbert Strang
Mathematics

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Calculus Chapter 12 Motion


By Gilbert Strang
Mathematics

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Calculus Chapter 13 Partial Derivatives


By Gilbert Strang
Mathematics

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Calculus Chapter 14 Multiple Integrals


By Gilbert Strang
Mathematics

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Calculus Chapter 15 Vector Calculus

Calculus Chapter 16 Mathematics

Calculus Chapter 2 Derivatives


By Gilbert Strang
Mathematics

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Calculus Chapter 3 Applications


By Gilbert Strang
Mathematics

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Calculus Chapter 4 The Chain Rule


By Gilbert Strang
Mathematics

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Calculus Chapter 5 Integrals


By Gilbert Strang
Mathematics

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Calculus Chapter 6 Exponentials


By Gilbert Strang
Mathematics

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Calculus Chapter 7 Techniques


By Gilbert Strang
Mathematics

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Calculus Chapter 8 Applications


By Gilbert Strang
Mathematics

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Calculus Chapter 9 Polar Coordinates


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 1


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 10


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 11


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 12


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 13


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 14


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 15


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 16


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 2


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 3


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 4


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 5


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 6


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 7


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 8


By Gilbert Strang
Mathematics

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Calculus Instructors Manual Chapter 9


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 1


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 10


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 11


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 12


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 13


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 14


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 15


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 2


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 3


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 4


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 5


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 6


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 7


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 8


By Gilbert Strang
Mathematics

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Calculus Student Study Guide Chapter 9


By Gilbert Strang
Mathematics

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Calculus Textbook Components Answers


By Gilbert Strang
Mathematics

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Calculus Textbook Components Supplementary


By Gilbert Strang
Mathematics

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Gilbert Strang

Gilbert Strang
Gilbert Strang

William Gilbert Strang, usually known as simply Gilbert Strang, is a renowned American mathematician, with contributions to finite element theory, the calculus of variations, and wavelet analysis. He has made many contributions to mathematics education, including publishing six classic mathematics textbooks and one definitive monograph. Strang is a Professor of Mathematics at the Massachusetts Institute of Technology.

Contents

Education

  • S. B, 1955, Massachusetts Institute of Technology
  • B. A., M. A., 1957, Rhodes Scholar, Balliol College, Oxford
  • Ph. D., National Science Foundation Fellow, 1959, University of California, Los Angeles. Dissertation: "Difference Methods for Mixed Boundary Value Problems"

University positions

  • Professor of Mathematics, MIT (1962 - )
  • Honorary Fellow, Balliol College, Oxford

Awards & honors

  1. Alfred P. Sloan Fellow (1966-1967)
  2. Chauvenet Prize, Mathematical Association of America (1976)
  3. Fairchild Scholar, California Institute of Technology (1980-1981)
  4. Honorary Professor, Xian Jiaotong University, China (1980)
  5. American Academy of Arts and Sciences (1985)
  6. Honorary Fellow, Balliol College, Oxford University (1999)
  7. Honorary Member, Irish Mathematical Society (2002)
  8. Award for Distinguished Service to the Profession, Society for Industrial and Applied Mathematics (2003)
  9. Graduate School Teaching Award, MIT (2003)

Service

  • President, Society for Industrial and Applied Mathematics (SIAM) (1999, 2000)
  • Chair, US National Committee on Mathematics (2003-2004)
  • Chair, National Science Foundation (NSF) Advisory Panel on Mathematics
  • Board Member, International Council for Industrial and Applied Mathematics (ICIAM)
  • Abel Prize Committee (2003-2005)

Publications

Books / Monographs

  1. Linear Algebra, Geodesy, and GPS, with Kai Borre (1997)
  2. Wavelets and Filter Banks (1996)
  3. Introduction to Linear Algebra (1993, 1998, 2003)
  4. Calculus (1991)
  5. Linear Algebra and its Applications (1976, 1980, 1988, 2005)
  6. Introduction to Applied Mathematics (1986)
  7. An Analysis of the Finite Element Method, monograph with George J. Fix (1973)


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