|
|
||||
|
Dr. Theodore Allen |
|
|||
|
BOOK
Allen, T. T. (2006),
Introduction to Engineering
Statistics and Six Sigma: Table of Contents Samples: Chapter 1 Chapter 11 Solutions "Tables from Introduction to Engineering Statistics and Six Sigma.xls" A BRIEF STATEMENT ABOUT MY WORK The speed and memory capacity of modern computers have inspired a new analysis topic in statistics called "data mining". The motivation for most of my research is that modern computers also permit the developments of new experimental planning methods that were not possible prior to five years ago because the associated optimization problems were prohibitively difficult. Also, computers facilitate the calculation of information that users of experimental planning methods might find helpful in their decisions about which data to collect. In addition, associated with these new methods and decision support information is a new potentially simpler way of thinking about experimental planning and analysis as a process with understandable inputs and outputs. A recent iterest is so-called "blying" and the philosophy of probability. Ph.D.1997 :THE
UNIVERSITY OF MICHIGAN, Industrial and Operation Experimental Design, Simulation Optimization, Manufacturing Process Engineering Associate editor The Journal of Manufacturing Systems, Co-founder Sagata Ltd. (we sell powerful, easy-to-use regression software) Elected Council Member and Appointed Newsletter Editor, INFORMS Quality, Statistics & Reliability Section, 2000 and 2001 “Alpha Pi Mu Outstanding Faculty Awards” (top teaching award from the Industrial & Systems Engineering undergraduate seniors), “Charles E. MacQuigg Student Award for Outstanding Teaching” from The Ohio State University (OSU), Senior Member of ASQ, Ford Motor Company Fellowship, Edwin Pauly Merit Scholarship (UCLA), Physics Scholar Award (UCLA), Sigma Xi. Reviewer NSE Research Council of Canada, Reviewer International Journal of Production Economics 1. Chantarat, N., T. T. Allen, N. Ferhatosmanoglu, and M. Bernshteyn (to appear), “A Combined Array Approach to Minimize Expected Prediction Errors in Experimentation Involving Mixture and Process Variables,” The International Journal of Industrial and Systems Engineering (ChantaratAllenFerhatBernshteyn2006.pdf). 2. Huang, D., T. T. Allen, W. Notz, R. A. Miller (to appear), “Sequential Kriging Optimization Using Variable Fidelity Data,” Structural & Multidisciplinary Optimization (HuangAllenNotzMiller2006.pdf). 3. Allen, T. T. and J. E. Brady (to appear), “Six Sigma: A Literature Review and Suggestions for Future Research” (special issue of Quality and Reliability Engineering International, Douglas Montgomery Editor, BradyAllenSSLitRev2006.pdf). 4. Huang, D., T. T. Allen, W. Notz, and N. Zheng (to appear), “Global Optimization of Stochastic Black-Box Systems via Sequential Kriging Meta-Models,” The Journal of Global Optimization (HuangAllenNotzZheng2006.pdf). 5. Huang, D. and T. Allen (2005), “Design and Analysis of Variable Fidelity Experimentation Applied to Engine Valve Heat Treatment Process Design,” Journal of the Royal Statistical Society: Series C, 54, 2, 1-21 (HuangAllen2005.pdf). 6. Allen, T. T., and K. Maybin (2004), “Using Focus Group Data to Set New Product Prices,” Journal of Product and Brand Management, 13, 1, 15-24 (AllenMaybin2004.pdf). 7. Allen, T. T., Bernshteyn, M., L. Yu, and K. Kabiri (2003), “A Comparison of Alternative Methods for Constructing Meta-Models for Computer Experiments,” The Journal of Quality Technology, 35 (2), 1-17 (AllenBernshteynKabiri2003). 8. Allen, T. T., and C. Ribardo (2003), “An Alternative Desirability Function for Achieving ‘Six Sigma’ Quality,” Quality and Reliability Engineering International, 19, 227-240 (RibardoAllen2003.pdf). 9. Allen, T. T., L. Yu, J. Schmitz (2003), “The Expected Integrated Mean Squared Error Experimental Design Criterion Applied to Die Casting Machine Design,” Journal of the Royal Statistical Society: Series C, 52, 1, 1-15 (AllenYuSchmitz2003.pdf). 10. Allen, T. T. and M. Bernshteyn (2003), “Supersaturated Designs that Maximize the Probability of Finding the Active Factors,” Technometrics, 45 (1), 1-8 (AllenBernshteyn2003.pdf). 11. Brady, J. E. and T. T. Allen (2002), “Case Study Based Instruction of SPC and DOE,” The American Statistician, 56, 4, 1-4. 12. Allen, T. T., R. W. Richardson, D. Tagliabue, and G. Maul (2002), "Statistical Process Design for Robotic GMA Welding of Sheet Metal," The Welding Journal, 81, 5, 69s-77s (AllenRichardsonTagliaMaul2002.pdf). 13. Allen, T. T., and L. Yu (2002), “Low Cost Response Surface Methods From Simulation Optimization,” Quality and Reliability Engineering International, 18, 1, 5-17 (AllenYu2002.pdf). 14. Allen, T. T., W. Ittiwattana, R. W. Richardson, and G. Maul (2001), "A Method for Robust Process Design Based on Direct Minimization of Expected Loss Applied to Arc Welding," The Journal of Manufacturing Systems, 20, 5, 329-348 (AllenIttiwattanaRichardsonMaul2001.pdf). 15. Allen, T. T., L. Yu, and M. Bernshteyn (2000), “Low Cost Response Surface Methods Applied to the Design of Plastic Snap Fits,” Quality Engineering, 12, 583-591. 16. Koc M., Allen T. T., Jiratheranat S., and Altan, T. T. (2000), “The use of FEM and experimental design to investigate tube hydroforming of a simple geometry,” The International Journal of Machine Tools and Manufacture, 40, 2249-2266. 17. Allen, T. T., P. Afshari, K. Kabiri, and G. Herrin (1999), “Robust Engineering Using Numerical Methods: Application to the Design of D-Shaped Shafts,” SAE Technical Paper # 98PC-229, 1999 Society of Automotive Engineers Journal (AllenAfshariKabiriHerrin1999.pdf).
PATENT APPLICATIONS Currently 5 applications are pending at the provisional stage related to (1) an optimization method, (2)-(4) design of experiments method, and (5) an expert system for planning six sigma related projects. Past and Current Projects (OSU Cost Share Not Included in the Award Amounts)
Fatigue Resistant, Energy
Efficient Welding
6sTM
Methods Development and Application to Welding Processes (CRP)
Methods for Knowledge Based
GMAW Parameter Optimization
Weld Sizing Technology for
Arc Welding Production Robustness (CRP)
Optimal Statistical
Decision-Making for Welding Process Design – Continuation
Software for Design of
Experiments and Optimization of Welding Processes
Statistical Process Control
for Arc Welding of Tank Turrets
Regression and Neural Net
Modeling for a Resistance Welding Application
Knowledge Based Welding
Process Optimization
New Experimental Methods
Applied to HVAC Case-Joining – Continuation
Optimal Statistical
Decision-Making for Welding Process and Production Systems Design
New Experimental Methods
Applied to HVAC Case Joining
Efficient Methods for
Constructing KBS Inputs Applied to HVAC Odor Reduction
Weld Process Optimization Optimal
Experimental Design for Arc Welding
Developing a Standard Test for Weld Cracking
Interactive Web-based Software to Teach
Experimental Data Analysis in Engineering Design ACADEMIC ADVISING : THE OHIO STATE UNIVERSITY Graduated Doctoral Students
Current Doctoral Students
Graduated Thesis or Project Option Masters Students
Other Advised Students Non-thesis Students: Bangarusuamy, Manaswi, Arakoni, Suhardja, Sugiarto, Ittiwattana, Li, and Wei-Hsun. I have served actively on 3 masters committees, Dedhia, Choudhury, and Chayapathi, in collaboration with Professor Allen Miller. I have also participated in the generals committee of Muammer Koc and a student in material science engineering. THE FORD MOTOR COMPANY, Climate Control Operations
(CCO), Advanced Engineering, Dearborn, MI. 5/95 - 10/96 THE UNIVERSITY OF MICHIGAN, Department of Industrial and
Operations Engineering. 8/93 CHRYSLER CORPORATION, Problem Identification and
Resolution, Highland Park, MI. 8/94 - 6/95 EMERSON ELECTRIC CO., Fusite Division, 6000 Fernview,
Cincinnati, OH. 6-8/93 Courses Developed and Taught at The Ohio State University ISE 610 Undergraduate: Undergraduate and Graduate: Graduate:
Continuing Education for Industry Short Courses: CONFERENCE PUBLICATIONS (REFEREED EXCEPT AS NOTED) 1. Botros, M. B., J. A. (Tony) Nava, T. T. Allen, “Interaction of HVAC Blower Fan & Motor Imbalance,” Proceedings of the IIAV Congress IV, St. Petersburg, Russia, June 24-27, 1996. 2. Botros, M. B., T. T. Allen, Tony Nava, "Minimizing the Fan Imbalance Excitation of an Automotive Blower System," SAE Technical Paper # 98PC-24, 1998 SAE International Congress, Cobo Center, Detroit. 3. Allen, T. T., "Robust Engineering Using Numerical Methods: Application to the Design of D-Shaped Shafts," SAE Technical Paper #98PC-229, 1998 SAE International Congress, Cobo Center, Detroit. 4. Maul, G., T. T. Allen, and Richard Richardson, "Arc Welding Process Optimization," IEMS 98 International Conference, Cocoa Beach, Florida. 5. Allen, T. T. and L. Yu. "Low Cost Experimental Methods Applied to Aerospace Related Design," Proceedings of the 3rd Annual World Congress on Multidisciplinary Optimization, Niagara Falls/Amherst, New York, May 15-21, 1999. 6. Allen, T. T., W. Ittiwattanna, and M. Bernshteyn (2000), “A Method for Robust Machine Design Applied to Arc-Welding” Third International Symposium on Tools and Methods of Competitive Engineering, April 18-21, Delft, Netherlands. 7. Richardson, R. W., T. T. Allen, D.P. Tagliabue, G. Maul (2000), “Statistical Process Design for Robotic Gas Metal Arc Welding of Sheet Metal,” Tenth International Conference: Computer Technology in Welding and Manufacturing, Copenhagen, Denmark, June 6-7 (not refereed). 8. Ribardo, C., Allen, T. T., Richardson, R., and Yapp, D. (2000), “Desirability Functions for Comparing Arc Welding Parameter Optimization Methods and For Addressing Process Variability Under Six Sigma Assumptions,” Proceedings of the 2000 International Conference on Advances in Welding Technology, Orlando, FL, 12/00 (not refereed). 9. Allen, T. T., R. W. Richardson, D. P. Tagliabue, and G. Maul (2000), “Statistical Process Design for Robotic GMAW of Sheet Metal,” Proceedings of the 2000 International Conference on Advances in Welding Technology, Orlando, FL, 12/00 (not refereed). 10. Allen, T. T. and L. Yu (2000), "Low Cost Response Surface Methods For and From Simulation Optimization," Proceedings of the Winter Simulation Conference, R. Barton and J. Joines editors (www.wintersim.org). 11. Ribardo, C. and T. Allen (2001), “An Alternative Desirability Function for Achieving "Six Sigma" Quality,” Web Proceeding Quality, Reliability and Statistics Section for INFORMS Miami (www-personal.engin.umich.edu/~shihang/informs_qsr/). 1. Allen, T. T. and Liyang Yu, "The
Odor Report," Submitted 2. Allen, T. T. and Mike Bernshteyn, "New Experimental Methods Applied HVAC Case Joining," Submitted 3/30/98 to Visteon Corporation. 3. Allen, T. T., D. Tagliabue, R. Richardson, G. Maul (1999), "A Statistical Process Design Procedure for the Arc Welding of Sheet Metal," Edison Welding Institute Technical Report. 4. Allen, T. T., C. Ribardo, R. Richardson, and D. Yapp (2001), “A desirability function for addressing process variability under six sigma assumptions,” Edison Welding Institute Technical Report. 5. Ribardo, C., T. T. Allen, R. Richardson, and D. Yapp (2001), “A Comparison of Arc Welding Parameter Optimization Methods,” Edison Welding Institute Technical Report. 1. “Experimentation for Profit,” INFORMS
Conference, 2. “FasterBetterCheaper Experimentation,”
INFORMS Conference, 3. “Six Sigma Methods Development and
Applications to Manufacturing Processes,” INFORMS Conference, 4. “Optimal Design of Experiments for and
from Simulation Optimization,” INFORMS Conference, 5. “Recent Work in Experimental Design – Three Sessions,” in collaboration with Bruce Ankenman (Northwestern University) and Kurt Palmer (USC), INFORMS Conference, Salt Lake City, Utah, May 2000. 6. "Simulation-Based Objectives for
Optimal Experimental Design," INFORMS Conference, 7. "Modeling Manufacturing Systems
for Quality Improvement," INFORMS Conference, SELECTED PRESENTATION (WITH NO PROCEEDINGS)
1. Allen, T. T. and G. Herrin. “The Applicability of Commonly Used Experimental Designs,” INFORMS Conference, Detroit, Michigan, 10/94. 2. Allen, Theodore T., "The Future of Optimal Experimental Design," INFORMS Conference, Seattle, Washington, 11/98. 3. Allen, T. T., "A New Look at Optimal Design of Experiments," INFORMS Conference, Cincinnatti, Ohio, 5/99. 4. Yu, L. and T. T. Allen, "Low Cost Response Surface Methods," The ASA Spring Research Conference, 6/99. 5. Bernshteyn, M. and T. T. Allen, "Design of Experiments from the Stochastic Programming Point of View," The ASA Spring Research Conference, 6/99 6. Allen, T. T., "A New Look at Optimal Design of Experiments," The ASA Spring Research Conference, 6/99. 7. Allen, T. T., “Applications of Low Cost Response Surface Methods (LCRSM) and Stochastic Optimization for Robust Machine Design (RMD),” INFORMS in Salt Lake City, 5/00. 8. Ittiwattana, W. and T. T. Allen, “An Expert System to Support Statistics & Optimization Applications in Welding Process Design,” INFORMS in Salt Lake City, 5/00. 9. Bernshteyn, M. and T. T. Allen, “Low Cost Alternatives to Simplex Designs Based on Stochastic Optimization of the EIMSE Objective,” INFORMS in Salt Lake City, 5/00. 10. Brady, J. and T. T. Allen, “Optimal Tolerance Design of RF Circuits,” INFORMS in Salt Lake City, 5/00. 11. Allen, T. T., “Roles for Simulation Optimization & Methods Development within the Six Sigma Framework,” INFORMS in San Antonio, 11/00. 12. Ittiwattana, W. and T. T. Allen, “Robust Optimization to Achieve the Appropriate Sigma Level,” INFORMS in San Antonio, 11/00. 13. Ribardo, C. and T. T. Allen, “Desirability-Based Methods that Address Process Variability and Methods Comparison for Arc Welding Parameter Optimization,” INFORMS in San Antonio, 11/00. 14. Bernshteyn, M. and T. T. Allen, “Supersaturated Designs that Directly Maximize the Probability of Identifying Active Factors,” INFORMS in San Antonio, 11/00. 15. Chantarat, N. and T. T. Allen, “Sequential Methods for Mixture Experiments With Process Variables,” INFORMS in Miami, 11/01. 16. Schmitz, J., M. Bernshteyn, and T. T. Allen, “Sequential Methods for Mixture Experiments With Process Variables,” INFORMS in Miami, 11/01. 17. Bernstheyn, M. and T. T. Allen, “Heuristics for Simulation Optimization: Methods and Review,” INFORMS in Miami, 11/0. 18. Allen, T. T. and M. Bernstheyn, “A Comparison of Alternative Methods for Constructing Meta-Models for Computer Experiments,” INFORMS in Miami, 11/01. 19. Allen, T. T., “The Foundations of Design of
Experiments: A Review,” INFORMS Conference, 20. Allen, T. T., “Roles for Simulation Optimization in the ‘Next Generation’ of Experimental Planning Techniques,” Invited Session Sponsored By College of Simulation, INFORMS Conference, San Jose, California, November 2002. |
||||
|
This Page has been viewed
times since 02/27/03
|
||||