[1] Asadzadeh Sh., Aghaie A., Shahriari H. (2008), Multistage process monitoring using robust cause
selecting control chart; Proceedings of the 38th International Conference on Computers and Industrial
Engineering; 1666-1674.
[2] Dipaola P.P. (1945), Use of correlation in quality control; Industrial Quality Control 2(1); 10-14.
[3] Hauck D.J., Runger G.C., Montgomery D.C. (1999), Multivariate statistical process monitoring and
diagnosis with grouped regression-adjusted variables; Communications in Statistics, Simulation and
Computation 28(2); 309-328.
[4] Hawkins D.M. (1991), Multivariate Quality Control Based on Regression Adjusted Variables;
Technometrics 33(1); 61-75.
[5] Hawkins D.M. (1993), Regression adjustment for variables in multivariate quality control; Journal of
Quality Technology 25(3); 170-182.
[6] Jackson J.E. (1956), Quality control methods for two related variables; Industrial Quality Control
12(7); 4-8.
[7] Jearkpaporn D., Montgomery D.C., Runger G.C., Borror C.M. (2003), Process monitoring for
correlated gamma-distributed data using generalized-linear model-based control charts; Quality and
Reliability Engineering International 19(6); 477-491.
[8] Jearkpaporn D., Montgomery D.C., Runger G.C., Borror C.M. (2005), Model-based process
monitoring using robust generalized linear models; International Journal of Production Research
43(7); 1337-1354.
[9] Jearkpaporn D., Borror C.M., Runger G.C., Montgomery D.C. (2007), Process monitoring for mean
shifts for multiple stage processes; International Journal of Production Research 45(23); 5547-5570.
[10] Loredo E.N, Jearkpaporn D., Borror C.M. (2002), Model-based control chart for autoregressive and
correlated data; Quality and Reliability Engineering International 18 (6); 489-496.
[11] Mandel B.J. (1969), The regression control chart; Journal of Quality Technology 1(1); 1-9.
[12] Montgomery D.C. (2001), Introduction to statistical quality control; 4th edition, John Wiley and Sons;
New York.
[13] Shu L., Tsung F. (2003), On multistage statistical process control; Journal of the Chinese Institute of
Industrial Engineers 20 (1); 1-8.
[14] Shu L., Tsung F., Kapur K.C. (2004), Design of multiple cause-selecting charts for multistage
processes with model uncertainty; Quality Engineering 16(3); 437-450.
[15] Shu L., Tsung F., Tsui K.L. (2005), Effect of estimation errors on cause-selecting charts; IIE
Transactions 37(6); 559-567.
[16] Skinner K.R., Montgomery D.C., Runger G.C. (2003), Process monitoring for multiple count data
using generalized-linear model-based control charts; International Journal of Production Research
41(6); 1167-1180.
[17] Skinner K.R., Montgomery D.C., Runger G.C. (2004), Generalized-linear model-based control charts
for discrete semiconductor process data; Quality and Reliability Engineering International 20(8); 777-
786.
[18] Sulek J.M., Marucheck A., Lind M.R. (2006), Measuring performance in multistage service
operations: an application of cause selecting control charts; Journal of Operations Management 24(5);
711-727.
[19] Tsung F., Li Y., Jin M. (2008), Statistical process control for multistage manufacturing and service
operations: a review and some extensions; International Journal of Services Operations and
Informatics 3(2); 191-204.
[20] Wade M.R., Woodall W.H. (1993), A review and analysis of cause-selecting control charts; Journal of
Quality Technology 25(3); 161-169.
[21] Weis P.E. (1957), An application of a two-way X-bar chart; Industrial Quality Control 14(6); 23-27.
[22] Xiang L., Tsung F. (2008), Statistical monitoring of multi-stage processes based on engineering
models; IIE Transactions 40(10); 957-970.
[23] Yang C.M. (1999), Economic process management and its application on bank industry; Quality and
Quantity 33(4); 381-394.
[24] Yang C.M., Yang S.F. (2006), Optimal control policy for dependent processes steps with over-adjusted
means and variances; International Journal of Advanced Manufacturing Technology 29(7-8); 758-765
[25] Yang S.F. (1997), The economic design of control chart when there are dependent process steps;
International Journal of Quality and Reliability Management 14(6); 606-615.
[26] Yang S.F. (1998), Optimal process control for multiple dependent subprocesses; Quality and
Reliability Engineering International 14(5); 347-355.
[27] Yang S.F. (2003), Optimal processes control for a failure mechanism; Communications in Statistics,
Simulation and Computation 32(4); 1285-1314.
[28] Yang S.F. (2005), Dependent processes control for overadjusted process means; International Journal
of Advanced Manufacturing Technology 26(1-2); 109-116.
[29] Yang S.F., Chen Y.C. (2003), Processes control for two failure mechanisms; Journal of the Chinese
Institute of Industrial Engineers 20(5); 481-493.
[30] Yang S.F., Su H.C. (2006), Controlling-dependent process steps using variable sample size control
charts; Applied Stochastic Models in Business and Industry 22(5-6); 503-517.
[31] Yang S.F., Su H.C. (2007a), Adaptive sampling interval cause-selecting control charts; International
Journal of Advanced Manufacturing Technology 31(11); 1169-1180.
[32] Yang S.F., Su H.C. (2007b), Adaptive control schemes for two dependent process steps; Journal of
Loss Prevention in the Process Industries 20(1); 15-25.
[33] Yang S.F., Yang C.M. (2006), An approach to controlling two dependent process steps with
autocorrelated observations; International Journal of Advanced Manufacturing Technology 29(1-2);
170-177.
[34] Yang S.F., Yang C.M. (2005), Effects of imprecise measurement on the two dependent processes
control for the autocorrelated observations; International Journal of Advanced Manufacturing
Technology; 26(5-6); 623-630.
[35] Yang S.F., Yu Y.N. (2007), Using VSI EWMA charts to monitor dependent steps with incorrect
adjustment; Expert Systems with Applications; Accepted.
[36] Zhang G.X. (1980),(In Chinese) A new type of quality control chart allowing the presence of
assignable causes- the cause-selecting control chart; ACTA ELECTRON- ICA SANICA 2; 1-10.
[37] Zhang G.X. (1982), (In Chinese) Multiple cause-selecting control charts; ACTA ELE-CTRONICA
SANICA 3; 31-36.
[38] Zhang G.X. (1984), A new type of control charts and theory of diagnosis with control charts; World
Quality Congress Transactions. American Society for Quality Control; 175-185.
[39] Zhang G.X. (1985a), Cause-selecting control charts- a new type of quality control charts; The QR
Journal 12; 221-225.
[40] Zhang G.X. (1985b), (In Chinese) Cumulative control charts and cumulative cause-selecting control
charts; Journal of China Institute of Communications 6; 31-38.
[41] Zhang G.X. (1989a), Brief introduction to the cause-selecting theory; Economic Quality Control,
Newsletter of Wursberg Research Group on Quality Control 4; 58-70.
[42] Zhang G.X. (1989b), A new diagnosis theory with two kinds of quality; World Quality Congress
Transactions. American Society for Quality Control; 594-599.
[43] Zhang G.X. (1992), Cause-selecting control chart and diagnosis, theory and practice; Aarhus School of
Business, Department of Total Quality Management, Aarhus, Denmark.
[44] Zeng L., Zhou Sh. (2008), Variability monitoring of multistage manufacturing processes using
regression adjustment methods; IIE Transactions 40(2); 109-121.
)
