00212 &fa33dfb8674ece9b74b922ec382a36

00212 &fa33dfb8674ece9b74b922ec382a36



214


Messina, Montgomery, Keats & Runger

Montgomery, D. C. and Mastrangelo, C. M. (1991), "Some Statistical Process Control Methods for Autocorrelated Data," Journal of Quałity Technology, 23, 179-193.

Muth, J. F. (1960), "Optimal Properties of Exponentially Weighted Forecasts," Journal of the American Statistical Association, 9, 29-37.

Neave, H. R. (1990), The Deming Dimension, Knowille, TN : SPC Press, Inc.


Wyszukiwarka

Podobne podstrony:
00210 ?246880ef8acb759604ec0c539ba3cf 212 Messina, Montgomery, Keats & Runger EWMA and tracking
00192 aa328750125e1243c8afa938aa44d2 194 Messina, Montgomery, Keats & Runger procedurę develop
00194 1d8a74b4aab9144d5ec59c9eb7b0470 196 Messina, Montgomery, Keats & Runger Montgomery, Keats
00196 ?c3e9ff6e1645b5c66f96f0e3b703fa 198 Messina, Montgomery, Keats & Runger The residual for
00198 232d84ff9038548cd8ba3d622f949a 200 Messina, Montgomery, Keats & Runger 1
00200 ?dd4c36466f230725aa367933239d12 202 Messina, Montgomery, Keats & Runger 1
00202 ?7cb32bd7d1b69f04eb4b4af0e6b1c0 204 Messina, Montgomery, Keats & Runger schemes are highl
00206 s61d525289e95c98083ce52337cb095 208 Messina, Montgomery, Keats & Runger 1
00208 ?1906ab0bcf2542dac76203983810dc 210 Messina, Montgomery, Keats & Runger Table 4. Average
00204 0dd8ff3fe57aa8840e3bb1cf63aa6d9 206 Messina, Montgomery, Keats & Runger Figurę 8. Residua
00002 Wa1200dd52eaa9cb862dd2b730d8718 1IntroductionJ. Bert Keats and Douglas C. Montgomery Arizona
00003 ?e79c4d386fa66ff3c76b500aaac752 2 Keats & Montgomery problems. This topical grouping clos
00005 ?c83d1e05ebea51ca527b5a4071b83a 4 Keats & Montgomery integration of these two generał cla
00007 282c5a7fa7659c3a226b73b7e597d4b 6 Keats & Montgomery The fourth paper by Enriąue Del Cast
00123 ?c7966411ba3b5a68b0b64b1a493604 124 Simpson & Keats parameters may in some cases be diffi
00280 ?50e49716bf91ec4f5cc241ba142d24 282 Montgomery & Runger Statistica! Inference in tbe Rand
00282 ?2f085e03aac52a0e08de9cd1e42da1 284 Montgomery & Runger Source Expected Mean DAY Var (
00298 ?1791c3beed8e29507fe0ad183dab13 300 Montgomery & Runger Dependent Yariable: Y Iteration
00292 ?130a5515d538ae101ebed8fc2fb817 294 Montgomery & Runger Class Level Information Class

więcej podobnych podstron