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ashley simpson 9 i. 2. o O. 4. 5. 6. A [/■ 8. Pp 1 —1
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ashley simpson 9 i. 2. o O. 4. 5. 6. A [/■ 8. Pp 1 —1
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00121 ge08f5e71e20195f362e2605eea9911 122 Simpson & Keats by a trade-off analysis in the region
00123 ?c7966411ba3b5a68b0b64b1a493604 124 Simpson & Keats parameters may in some cases be diffi
00125 ?550c009f0c2a895872fcea22e14617 126 Simpson & Keats Yj T s k c the CUSUM value (xj - T)/s
00127 ?dfcc3570d2bc1727128e91fc004125 128 Simpson & Keats Table 1. Explanation of Model Terms S
00129 ?0dc7dd15a3eed19df820989269d0be 130 Simpson & Keats were expected cost per time unit, CUS
00131 48ab01b0a51c522dda8ce0feb6c2dd 132 Simpson & Keats significantly drive the cost response
00135 ?0b8328312d99bc5a1f6952b3660550 136 Simpson & Keats Table 6. Example 1 Using Smali and La
00137 ?f8c690b843523daa85e27205605cc9 138 Simpson & Keats Table 7. Results of Yerification Test
00141 ?810fbac779efca768189e25cde7df8 142 Simpson & Keats Figures 2 and 3 present the same type
00145 bd64c30a9510b5eb82a95c582420bd 146 Simpson & Keats nonlinear optimization techniąue is a
00147 48eb0997542476033b79821e165047 14$ Simpson & Keats that minimizes expected hourly cost.
00149 X58e44d67a8fa64ce25678ae9975d0f 150 Simpson & Keats Table 12. Shewhart and CUSUM Control
00151 ?ac5d664405d180127a449f8d3c8023 152 Simpson & Keats values of the ARLs. Table 15 shows th
00155 ?201ca32f381f34fdf319cbd394dfa2 156 Simpson & Keats Barnard, G. A., (1959) "Control
00157 ?aedd7cd4026aabb7ac11fe0418cad1 158 Simpson & Keats Page, E. S., (1954) “Continuous Inspe

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