Page 84 - Six Sigma Advanced Tools for Black Belts and Master Black Belts
P. 84

OTE/SPH
 OTE/SPH
                         2:55
          August 31, 2006
                               Char Count= 0
 JWBK119-05
                                       References                             69
      13. Harry, M. and Stewart, R. (1988) Six Sigma Mechanical Design Tolerancing. Schaumbwg, IL:
         Motorola University Press.
      14. Harry, M.J. and Lawson, J.R. (1992) Six Sigma Producibility Analysis and Process Characteriza-
         tion. Reading, MA: Addison-Wesley.
      15. Tagaras, G. (1989) Power approximations in the economic design of control chart. Naval
         Research Logistics, 36, 639--654.
      16. Crowder, S.V. (1992) An SPC model for short production runs: minimizing expected cost.
         Technometrics, 34(1), 64--73.
      17. Rahim, M.A. (1993) Economic design of ¯ X control charts assuming Weibull in-control times.
         Journal of Quality Technology, 25(4), 296--305.
      18. Chung, K.J. (1994) Algorithm for computing the economically optimal ¯ X control chart for
         a process with multiple assignable causes. European Journal of Operational Research, 72(2),
         350--363.
      19. McWilliams, T.P., Saniga, E.M. and Davis, D.J. (2001) Economic-statistical design of ¯ X and
         R or ¯ X and S charts. Journal of Quality Technology, 33(2), 234--241,.
      20. Rohleder T.R. and Silver E.A. (2002) Statistical process control subject to a labor resource
         constraint. International Journal of Production Research, 40(14), 3337--3356.
      21. Hahn, G.J., Doganaksoy, N. and Hoerl, R. (2000) The evolution of Six Sigma. Quality Engi-
         neering, 12(3), 317--326.
      22. Bayle, P., Farrington, M., Sharp, B., Hild, C. and Sanders, D. (2001) Illustration of Six Sigma
         assistance on a design project. Quality Engineering, 13(3), 341--348.
      23. Taha, H.A. (2003) Operations Research: An Introduction, 7th edn. Upper Saddle River, NJ:
         Pearson Education International.
      24. Prabhu, N.U. (1965) Queues and Inventories: A Study of Their Basic Stochastic Processes. New
         York John Wiley & Sons, Inc.
      25. Snee, R.D. (2001) Discussion. Journal of Quality Technology, 33(4), 414--417.
      26. Montgomery, D.C., Lawson, C., Molnau, W.E. and Elias, R. (2001) Discussion. Journal of
         Quality Technology, 33(4), 407--409.
      27. Hahn, G.J., Hill, W.J., Hoerl, R.W. and Zinkgraf, S.A. (1999) The impact of Six Sigma im-
         provement -- A glimpse into the future of statistics. American Statistician, 53, 1--8.
      28. Little J. (1961) A proof of a queuing formula. Operations Research, 9(3), 383--387.
      29. Cosmetatos, G.P. (1976) Some approximate equilibrium results for multi-server queues
         (M/G/r). Operational Research Quarterly, 27(3), 615--620.
   79   80   81   82   83   84   85   86   87   88   89