Texts in Applied Mathematics
1. Sirovich: Introduction to Applied Mathematics.
2. Wiggins: Introduction to Applied Nonlinear Dynamical Systems and Chaos, 2nd ed.
3. Ha/eIKOfak: Dynamics and Bifurcations.
4. ChorinlMarsden: A Mathematical Introduction to Fluid Mechanics, 3rd ed.
5. HubbardlWest: Differential Equations: ADynamical Systems Approach : Ordinary
Differential Equations.
6. Sontag: Mathematical Control Theory : Deterministic Finite Dimensional Systems,
2nded.
7. Perko: Differential Equations and Dynamical Systems, 3rd ed.
8. Seabom: Hypergeometrie Functions and Their Applications.
9. Pipkin: A Course on Integral Equations.
10. HoppensteadtlPeskin: Modeling and Simulation in Medicine and the Life Sciences,
2nded.
11. Braun: Differential Equations and Their Applications, 4th ed.
12. Stoerlliulirsch : Introduction to Numerical Analysis, 3rd ed.
13. Renardylliogers: An Introduction to Partial Differential Equations, 2nd ed.
14. Banks: Growth and Diffusion Phenomena: Mathematical Frameworks and
Applications.
15. BrennerlScott: The Mathematical Theory ofFinite Element Methods , 2nd ed.
16. Van de Ve/de: Concurrent Scientific Computing.
17. MarsdenlRatiu: Introduction to Mechanics and Symmetry , 2nd ed.
18. HubbardlWest: Differential Equations: ADynamical Systems Approach : HigherDimensional Systems.
19. Kaplanltllass: Understanding Nonlinear Dynamics.
20. Holmes: Introduction to Perturbation Methods.
21. CurtainlZwart: An Introduction to Infinite-Dimensional linear Systems Theory.
22. Thomas: Numerical Partial Differential Equations: Finite Difference Methods.
23. Tay/or: Partial Differential Equations: Basic Theory.
24. Merkin : Introduction to the Theory of Stability of Motion.
25. Naber: Topology, Geometry, and Gauge Fields: Foundations.
26. Po/dermanlWil/ems: Introduction to Mathematical Systems Theory: A Behavioral
Approach.
27. Reddy: Introductory Functional Analysis with Applications to Boundary-Value
Problems and Finite Elements.
28. GustafsonlWilcox: Analytical and Computational Methods of Advanced
Engineering Mathematics.
29. TveitolWinther: Introduction to Partial Differential Equations: A Computational
Approach.
30. GasquetlWitomski: Fourier Analysis and Applications: Filtering, Numerical
Computation, Wavelets .
(continued after index)
1. Sirovich: Introduction to Applied Mathematics.
2. Wiggins: Introduction to Applied Nonlinear Dynamical Systems and Chaos, 2nd ed.
3. Ha/eIKOfak: Dynamics and Bifurcations.
4. ChorinlMarsden: A Mathematical Introduction to Fluid Mechanics, 3rd ed.
5. HubbardlWest: Differential Equations: ADynamical Systems Approach : Ordinary
Differential Equations.
6. Sontag: Mathematical Control Theory : Deterministic Finite Dimensional Systems,
2nded.
7. Perko: Differential Equations and Dynamical Systems, 3rd ed.
8. Seabom: Hypergeometrie Functions and Their Applications.
9. Pipkin: A Course on Integral Equations.
10. HoppensteadtlPeskin: Modeling and Simulation in Medicine and the Life Sciences,
2nded.
11. Braun: Differential Equations and Their Applications, 4th ed.
12. Stoerlliulirsch : Introduction to Numerical Analysis, 3rd ed.
13. Renardylliogers: An Introduction to Partial Differential Equations, 2nd ed.
14. Banks: Growth and Diffusion Phenomena: Mathematical Frameworks and
Applications.
15. BrennerlScott: The Mathematical Theory ofFinite Element Methods , 2nd ed.
16. Van de Ve/de: Concurrent Scientific Computing.
17. MarsdenlRatiu: Introduction to Mechanics and Symmetry , 2nd ed.
18. HubbardlWest: Differential Equations: ADynamical Systems Approach : HigherDimensional Systems.
19. Kaplanltllass: Understanding Nonlinear Dynamics.
20. Holmes: Introduction to Perturbation Methods.
21. CurtainlZwart: An Introduction to Infinite-Dimensional linear Systems Theory.
22. Thomas: Numerical Partial Differential Equations: Finite Difference Methods.
23. Tay/or: Partial Differential Equations: Basic Theory.
24. Merkin : Introduction to the Theory of Stability of Motion.
25. Naber: Topology, Geometry, and Gauge Fields: Foundations.
26. Po/dermanlWil/ems: Introduction to Mathematical Systems Theory: A Behavioral
Approach.
27. Reddy: Introductory Functional Analysis with Applications to Boundary-Value
Problems and Finite Elements.
28. GustafsonlWilcox: Analytical and Computational Methods of Advanced
Engineering Mathematics.
29. TveitolWinther: Introduction to Partial Differential Equations: A Computational
Approach.
30. GasquetlWitomski: Fourier Analysis and Applications: Filtering, Numerical
Computation, Wavelets .
(continued after index)