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00460nam ac200169 k 4500
000003580789
20220101120000
ta
010731s1987 US 000 eng
▼a 211070
▼c 211070
▼l WM0003025983
▼v `
▼a QA274.225
▼a QA274.225
▼b B4613
▼c `
▼a ADAPTIVE ALGORITHMS AND STOCHASTIC APPROXIMATIONS/
▼d BENVENISTE,ALBERT
▼a BERLIN:
▼b SPINGER-VERLAG,
▼c 1987.
▼a 365p.
▼a BENVENISTE,ALBERT
▼a 단행본
| 자료유형 : | 단행본 |
|---|---|
| 분류기호 : | QA274.225 |
| 서명/저자사항 : | ADAPTIVE ALGORITHMS AND STOCHASTIC APPROXIMATIONS/ BENVENISTE,ALBERT |
| 발행사항 : | BERLIN: SPINGER-VERLAG, 1987. |
| 형태사항 : | 365p. |
| 개인저자 : | BENVENISTE,ALBERT |
| 언어 | 영어 |
WMO199925918
권 호 : 365
발행년 : 1987
서 명 : ADAPTIVE ALGORITHMS AND STOCHASTIC APPROXIMATIONS
발행처 : BENVENISTE,ALBERT
목차
1. ADAPTIVE ALGORITHMS:APPLICATIONS
2. GENERAL ADAPTIVE ALGORITHMS FORM
3. CONVERGENCE:THE ODE METHOD
4. RATE OF CONVERGENCE
5. TRACKING NON-STATIONARY PARAMETERS
6. SEQUENTIAL DETECTION:MODEL VALIDATION
7. APPENDICES TO PART I
8. STOCHASTIC APPROXIMATIONS:THEORY
9. O.D.E. AND CONVERGENCE A.S. FOR AN ALGORITHM WITH LOCALLY BOUNDED
10. APPLICATION TO THE EXAMPLES OF PART I
11. ANALYSIS OF THE ALGORITHM IN THE GENERAL CASE
12. GAUSSIAN APPROXIMATIONS TO THE ALGORITHMS
13. APPENDIX TO PART II: A SIMPLE THEOREM IN THE "ROBBINS-MONRO" CASE
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