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Mathematical analysis for engineers /

Bibliographic Details
Main Author: Dacorogna, Bernard, 1953-
Other Authors: Tanteri, Chiara
Format: Book
Language:English
Language Notes:Text in English.
Published: London : Imperial College Press ; [2012]
Subjects:
Engineering mathematics.
Mathematical analysis > Problems, exercises, etc.
Mathematical analysis.
Problems, exercises, etc.
Table of Contents:
  • 1. Differential operators of mathematical physics
  • 2. Line integrals
  • 3. Gradient vector fields
  • 4. Green theorem
  • 5. Surface integrals
  • 6. Divergence theorem
  • 7. Stokes theorem
  • 8. Appendix
  • 9. Holomorphic functions and Cauchy-Riemann equations
  • 10. Complex integration
  • 11. Laurent series
  • 12. Residue theorem and applications
  • 13. Conformal mapping
  • 14. Fourier series
  • 15. Fourier transform
  • 16. Laplace transform
  • 17. Applications to ordinary differential equations
  • 18. Applications to partial differential equations
  • Exercises: Differential operators of mathematical physics
  • Line integrals
  • Gradient vector fields
  • Green theorem
  • Surface integrals
  • Divergence theorem
  • Stokes theorem
  • Holomorphic functions and Cauchy-Riemann equations
  • Complex integration
  • Laurent series
  • Residue theorem and applications
  • Conformal mapping
  • Fourier series
  • Fourier transform
  • Laplace transform
  • Applications to ordinary differential equations
  • Applications to partial differential equations
  • Bibliography
  • Table of Fourier transform
  • Table of Laplace transform.