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00499nam ac200193 k 4500
000003591623
20220101120000
ta
010731s1997 US 000 eng
▼a 0521551447
▼a 211070
▼c 211070
▼l WM0003031680
▼a QA280
▼a QA280
▼b K355
▼a NONLINEAR TIME SERIES ANALYSIS/
▼d KANTZ,HOLGER;
▼e SCHREIBER,THOMAS
▼a CAMBRIDGE:
▼b CAMBRIDGE UNIV.,
▼c 1997.
▼a 304p.
▼a KANTZ,HOLGER
▼a SCHREIBER,THOMAS
▼a 단행본
| 자료유형 : | 단행본 |
|---|---|
| ISBN : | 0521551447 |
| 분류기호 : | QA280 |
| 서명/저자사항 : | NONLINEAR TIME SERIES ANALYSIS/ KANTZ,HOLGER; SCHREIBER,THOMAS |
| 발행사항 : | CAMBRIDGE: CAMBRIDGE UNIV., 1997. |
| 형태사항 : | 304p. |
| 개인저자 : | KANTZ,HOLGER |
| 개인저자 : | SCHREIBER,THOMAS |
| 언어 | 영어 |
WMO199931348
권 호 : 304
발행년 : 1997
서 명 : NONLINEAR TIME SERIES ANALYSIS
발행처 : KANTZ,HOLGER
목차
1. INTRODUCTION:WHY NONLINEAR METHODS?
2. LINEARTOOLS AND GENERAL CONSIDERATIONS
3. PHASE SPACE METHODS
4. DETERMINISM AND PREDICATABILITY
5. INSTABILITY :LYAPUNOV EXPONENTS
6. SELF-SIMILARITY:DIMENSIONS
7. USING NONLINEAR METHODS WHEN DETERMINISM IS WEAK
8. SELECTED NONLINEAR PHENOMENA
9. ADVANCED EMBEDDING METHODS
10. CHAOTIC DATA AND NOISE
11. MORE ABOUT INVARIANT QUANTITIES
12. MODELLING AND FORECASTING
13. CHAOS CONTROL
14. OTHER SELECTED TOPICS
Multivariate data analysis 8th ed
QA278 H153
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