Abstract
In this chapter, our main objective is to analyse the decision process and point out its ten major parameters. We begin by briefly introducing these parameters before classifying non-trivial decision problems according to their difficulty. The most difficult problems are classified as challenging, while easy problems are classified as routine problems . We then present a comprehensive and detailed anatomy of the decision process. Finally, the decision process is summarised in a diagram and formulated as a mathematical model.
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References
Alinsky SD (1972) Rules for radicals. Vintage Books, New York
Aumann RJ, Hart S (1992) Handbook of game theory with economic applications, vol 1. Elsevier Science Publishers, Amsterdam
Aumann RJ, Hart S (1994) Handbook of game theory with economic applications, vol 2. Elsevier Science Publishers, Amsterdam
Aumann RJ, Hart S (2002) Handbook of game theory with economic applications, vol 3. Elsevier Science Publishers, Amsterdam
Leape LL, Brennan TA, Laird N, Lawthers AG, Localio AR, Barnes BA et al (1991) Incidence of adverse events and negligence in hospitalized patients. Results of the harvard medical practice study I. N Engl J Med 324:370–376
Sakawa M, Nishizaki I, Katagiri H (2011) Fuzzy stochastic multiobjective programming. International series in operations research and management sciences, vol 159. Springer
Shapiro A, Dentcheva D, Ruszczyński A (2009) Lectures on stochastic programming: modelling and theory. MPS/SIAM Series on Optimisation. 9, Society for Industrial and Applied Mathematics, Philadelphia
Slowinski R, Teghem J (1990) Stochastic versus fuzzy approaches to multiobjective mathematical programming under uncertainty. Kluwer Academic Publishers, Dordrecht
Yu PL (1985) Multiple criteria decision-making: concepts, techniques and extensions. Plenum Press, New York
Yu PL (1990) Forming winning strategies, an integrated theory of habitual domains. Springer, New York
Yu PL (2002) Habitual domains and forming winning strategies. NCTU Press, Taiwan
Zimmermann HJ (2001) Fuzzy set theory and its application. Kluwer Academic Publisher
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Larbani, M., Yu, PL. (2017). Decision Processes and Decision-Making in Changeable Spaces. In: Wonderful Solutions and Habitual Domains for Challenging Problems in Changeable Spaces. Springer, Singapore. https://doi.org/10.1007/978-981-10-1981-4_2
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DOI: https://doi.org/10.1007/978-981-10-1981-4_2
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Online ISBN: 978-981-10-1981-4
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