CENTER POINTS IN 2ND-ORDER RESPONSE-SURFACE DESIGNS

被引:60
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DRAPER, NR
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D O I
10.2307/1268490
中图分类号
O21 [概率论与数理统计]; C8 [统计学];
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020208 ; 070103 ; 0714 ;
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页码:127 / 133
页数:7
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共 22 条
[11]  
FARRELL RH, 1967, 5 P BERK S MATH STAT, V1, P113
[12]   RECENT WORK ON DESIGN OF EXPERIMENTS - A BIBLIOGRAPHY AND A REVIEW [J].
HERZBERG, AM ;
COX, DR .
JOURNAL OF THE ROYAL STATISTICAL SOCIETY SERIES A-GENERAL, 1969, 132 :29-+
[13]  
JOANES DN, 1981, COMMUNICATION
[14]  
JOHNSON NL, 1977, STATISTICS EXPT DESI, V2
[15]  
KIEFER J, 1961, 4 P BERK S MATH STAT, V1, P381
[16]   DESIGN EFFICIENCIES FOR VARYING NUMBERS OF CENTER POINTS [J].
LUCAS, JM .
BIOMETRIKA, 1977, 64 (01) :145-147
[17]   WHICH RESPONSE SURFACE DESIGN IS BEST - PERFORMANCE COMPARISON OF SEVERAL TYPES OF QUADRATIC RESPONSE SURFACE DESIGNS IN SYMMETRIC REGIONS [J].
LUCAS, JM .
TECHNOMETRICS, 1976, 18 (04) :411-417
[18]   OPTIMUM COMPOSITE DESIGNS [J].
LUCAS, JM .
TECHNOMETRICS, 1974, 16 (04) :561-567
[19]   REVIEW OF RESPONSE SURFACE METHODOLOGY FROM A BIOMETRIC VIEWPOINT [J].
MEAD, R ;
PIKE, DJ .
BIOMETRICS, 1975, 31 (04) :803-851
[20]  
Montgomery D. C., 1976, DESIGN ANAL EXPT