CATALOG DESIGN: SELECTION USING AVAILABLE ASSETS CATALOG DESIGN: SELECTION USING AVAILABLE ASSETS

References

• Bascaran , E. , Bannerot , R. B. and Mistree , F. ( 1989 ) Hierarchical selection decision support problems in conceptual design . Engineering Optimization , 14 , 207 – 238 .
   Google Scholar
• De Boer , S.J. ( 1987 ) Selection techniques in methodical design . In Proceedings 1987 International Conference on Engineering Design . ( Eden, E. W., Editor ) Boston The American Society of Mechanical Engineers , 1 , 303 – 310 .
   Google Scholar
• Vadde , S. , Allen , J. K. and Mistree , F. ( 1992 ) Catalog design design using available assets . In Advances in Design Automation , D. A. Hoeltzel, Editor , ASME , New York , 345 – 354 .
   Google Scholar
• Bradley , S. R. and Agogino , A.M. ( 1991 ) An intelligent real time design methodology for catalog selection . In Design Theory and Methodology , ASME , New York . 31 , 201 – 208 .
   Google Scholar
• Allen , J. K. , Simovich , G. and Mistree , F. ( 1989 ) Selection under uncertain conditions', a marine application . In Fourth International Symposium on Practical Design of Ships and Mobile Units , Varna , Bulgaria ; Bulgarian Ship Hydrodynamics Centre , 2 , 80.1 – 80.8.
   Google Scholar
• Reddy , R. and Mistree , F. ( 1992 ) Modeling uncertainty in selection using exact interval arithmetic . In Design Theory and Methodology 92 , L. A. Stauffer and D. L. Taylor, Editors , ASME , New York 193 – 201 .
   Google Scholar
• Kuppuraju , N. , Ittimakin , P. and Mistree , F. ( 1985 ) Design through selection. A method that works . Design Studies , 6 ,( 2 ), 91 – 106 .
   Google Scholar
• Mistree , F. , Hughes , O. F. and Bras , B. A. ( 1993 ) The compromise decision support problem and the adaptive linear programming algorithm . In Structural Optimization Status and Promise , M. P. Kamal, Editor , AIAA , Washington , D.C. , 247 – 286 .
   Google Scholar
• Dubois , D. and Prade , H. ( 1983 ) Ranking fuzzy numbers in the setting of possibility theory . Information Sciences , 30 . 183 – 224 .
   Web of Science ®Google Scholar
• Roubens , M. and Teghem , J. Jr. ( 1991 ) Comparison of methodologies for fuzzy and stochastic multiobjective programming . Fuzzy Sets and Systems , 42 , 119 – 132 .
   Web of Science ®Google Scholar
• Zadeh , L. A. ( 1975 ) The concept of a linguistic variable and its application to approximate reasoning-1 . Information Sciences , 8 , 199 – 249 .
   Web of Science ®Google Scholar
• Dubois , D. and Prade , H. ( 1979 ) Fuzzy real algebra some results . Fuzzy Sets and Systems , 2 , (4) , 327 – 348 .
   Google Scholar
• Kaufmann , A. and Gupta , M. M. ( 1985 ) Intorduction to Fuzzy Arithmetic . New York , Van Nostrand Reinhold Company ,
   Google Scholar
• Dubois , D. and Prade , H. ( 1978 ) Operations on fuzzy numbers . International Journal of Systems Science , 9 . 613 – 626 .
   Web of Science ®Google Scholar
• Zimmermann , H.J. ( 1978 ) Fuzzy programing and linear programming with several objective functions . Fuzzy Sets and Systems . 1 , 45 – 55 .
   Google Scholar
• Mistree , F. , Patel , B. and Vadde , S. ( 1994 ) On modeling multiple objectives and multi-level decisions in concurrent design . In 1994 Design Automation Conference , ( Gilmore, B.J., Hoeltzet, D., Dutta, D., Eschenhauer, H., Eds. ) Minneapolis , Minnesota , ASME , 69 – 2 , 151 – 161 .
   Google Scholar
• Ignizio , J. P. ( 1985 ) Introduction to Linear Goat Programming. Quantitative Applications in the Social Sciences . Ed. J. L. Sullivan and R, G. Niemi. Vol. Number 07–056 . Beverly Hills , California , Sage University Papers , 17 , 187 – 203 .
   Google Scholar
• Wood , K. L. , Antonsson , E. K. and Beck , J. L. ( 1989 ) Comparing fuzzy and probability calculus for representing imprecision in engineering design . In Design Theory and Methodology , ASME .
   Google Scholar
• Cox , R. T. ( 1961 ) The Algebra of Probable Inference . Baltimore , Maryland , Johns-Hopkins University Press .
   Google Scholar
• Vadde , S. , Allen J. K.Mistree. F. ( 1994 ) The Bayesian compromise decision support problem for multilevel design involving uncertainty . Journal of Mechanical Design , 116 ,( 2 ), 388 – 395 .
   Web of Science ®Google Scholar