\(
\def\WIPO{World Intellectual Property Organisation}
\)
The art of modeling dynamic systems : forecasting for chaos, randomness, and determinism / Foster Morrison.
1991
A 9 MOR.A
Available at WIPO Library
Formatos
| Formato | |
|---|---|
| BibTeX | |
| MARCXML | |
| TextMARC | |
| MARC | |
| DataCite | |
| DublinCore | |
| EndNote | |
| NLM | |
| RefWorks | |
| RIS |
Items
Detalles
Título
The art of modeling dynamic systems : forecasting for chaos, randomness, and determinism / Foster Morrison.
Descripción
xvii, 387 pages : illustrations ; 24 cm.
ISBN
0471520047
9780471520047
9780471520047
Número de llamada alternativo
A 9 MOR.A
Nota
Contents : 1. Introductory section : 1. Introduction to dynamics; 2. A brief history of dynamics and computing; 2. A thumbnail sketch of applied mathematics : 3. Foundations and abstract entities; 4. Classical analysis; 5. Numerical analysis and approximation theory; 6. Statistical methods; 7. Classical modeling techniques; 3. Classical models and dynamical concepts : 8. Dynamics without calculus; 9. Basic models; 10. Cycles; 11. Analysis of mathematical models; 4. The hierarchy of dynamic systems : 12. A classification scheme for dynamic systems; 13. Static systems - type zero; 14. Solvable systems - type 1; 15. Perturbation theory - Type 2; 16. Chaotic systems - type 3; 17. Stochastic systems - type 4; 5. The art of model making : 18. Qualitative analysis; 19. Quantitative analysis; 20. Model validation;.
Nota de bibliografía, etc.
Includes bibliographical references (pages 368-375) and index.
Nota de contenido con formato
Introductory section
Introduction to dynamics
A brief history of dynamics and computing
A thumbnail sketch of applied mathematics
Foundations and abstract entities
Classical analysis
Numerical analysis and approximation theory
Statistical methods
Classical modeling techniques
Classical models and dynamical concepts
Dynamics without calculus
Basic models
Cycles
Analysis of mathematical models
The hierarchy of dynamic systems
A classification scheme for dynamic systems
Static systems
type zero
Solvable systems
type I
Perturbation theory
type II
Chaotic systems
type III
Stochastic systems
type IV
The art of model making
Qualitative analysis
Quantitative analysis
Model validation.
Introduction to dynamics
A brief history of dynamics and computing
A thumbnail sketch of applied mathematics
Foundations and abstract entities
Classical analysis
Numerical analysis and approximation theory
Statistical methods
Classical modeling techniques
Classical models and dynamical concepts
Dynamics without calculus
Basic models
Cycles
Analysis of mathematical models
The hierarchy of dynamic systems
A classification scheme for dynamic systems
Static systems
type zero
Solvable systems
type I
Perturbation theory
type II
Chaotic systems
type III
Stochastic systems
type IV
The art of model making
Qualitative analysis
Quantitative analysis
Model validation.
Serie
Serie
Wiley-Interscience publication.
Publicado
New York : Wiley, c1991.
Lengua(s)
eng
El registro aparece en