Mathematics applied to deterministic problems in the natural science

By: Lin, C. CMaterial type: TextTextPublication details: Philadelphia: SIAM, [c1988]Description: 609 pISBN: 9780898712292LOC classification: QA37.2
Contents:
1. What Is Applied Mathematics? 2. Deterministic Systems and Ordinary Differential Equations 3. Random Processes and Partial Differential Equations 4. Superposition, Heat Flow, and Fourier Analysis 5. Further Developments in Fourier Analysis 6. Simplification, Dimensional Analysis, and Scaling 7. Regular Perturbation Theory 8. Illustration of Techniques on a Physiological Flow Problem 9. Introduction to Singular Perturbation Theory 10. Singular Perturbation Theory Applied to a Problem in Biochemical Kinetics 11. Three Techniques Applied to the Simple Pendulum 12. Longitudinal Motion of a Bar 13. The Continuous Medium 14. Field Equations of Continuum Mechanics 15. Inviscid Fluid Flow 16. Potential Theory
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Item type Current library Collection Shelving location Call number Status Notes Date due Barcode Item holds
Book Book ICTS
Mathematic Rack No 3 QA37.2 (Browse shelf (Opens below)) Available Billno:7242368717; Billdate: 2017-11-08 00820
Book Book ICTS
Mathematic Rack No 3 QA37.2 (Browse shelf (Opens below)) Available Billno:96888; Billdate: 2017-03-10 00706
Total holds: 0

1. What Is Applied Mathematics?
2. Deterministic Systems and Ordinary Differential Equations
3. Random Processes and Partial Differential Equations
4. Superposition, Heat Flow, and Fourier Analysis
5. Further Developments in Fourier Analysis
6. Simplification, Dimensional Analysis, and Scaling
7. Regular Perturbation Theory
8. Illustration of Techniques on a Physiological Flow Problem
9. Introduction to Singular Perturbation Theory
10. Singular Perturbation Theory Applied to a Problem in Biochemical Kinetics
11. Three Techniques Applied to the Simple Pendulum
12. Longitudinal Motion of a Bar
13. The Continuous Medium
14. Field Equations of Continuum Mechanics
15. Inviscid Fluid Flow
16. Potential Theory

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