Download Efficiency versus Sustainability in Dynamic Decision Making: by Bodo Glaser PDF

By Bodo Glaser
To all who taught me, and to all who will. over the last fifteen years the notions of potency and sustainability have, greater than any others, motivated the educational and public dialogue about the intertemporal allocation of assets, specifically as regards the economics of progress and setting. This treatise officially develops and counterposes those notions through the build of a trajectorial goal, that is the following built, in addition to its implications, as a traditional boost upon the classical scalar goal. during this examine it turns into transparent that potency and sustainability are not at all exact, provided that potency, at the one hand, is the concept that for heading off wasteful habit, and sustainability, at the different, is the concept that for making sure that convinced serious aspiration degrees, which generally replicate the want for survival, are maintained. still, opposite to what will be assumed, those ideas don't ordinarily yield at the same time particular strategies; in reality, they are often mixed to counterpoint one another within the quest for unimprovable long term recommendations which maintain given and beneficial aspiration degrees. This treatise develops and analyzes dynamic determination versions (DDM) with one trajectorial target in keeping with the method of multi standards choice making (MCDM). in addition, introducing the tactic of distance maximization crucially augments MCDM and proves to be precious for DDMs on the subject of a nonexistent utopia trajectory in addition to when it comes to sustainability as objective.
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Extra resources for Efficiency versus Sustainability in Dynamic Decision Making: Advances in Intertemporal Compromising
Example text
79 Cf. g. CHANKONG/HAIMES (1983, p. 144-145), and MIETTINEN (1999, p. 97). 5 serves to give graphical intuition as to how this method works. 39} K = 7f1ws{z(x)) - L WkZ~ . -------k=1 const. 40) where, given the goal is z®, the sum of weighted absolute differences (or distance variables) dk is minimized. 82 With p = 2 the model (CMLp ) compares to the least squares method well-known from the statistical theory. ) is depicted for equal weights. As more weight is shifted towards d2, for instance, the isoquant becomes an oval with the longer of both axes of the oval stretching towards the the Z2-axis.
83 Cf. page 41. 9: Given the vector optimization model (VOM) and a compromise model (CML p ). (a) Given the weights w > o. 84 (b) Given the weights w ~ o. If x* E argmax{'l/lLp(Z(X)) is the unique optimal solution of (CML p ), then x* is efficient with respect to (VOM). 5(a) applies. 5(b) applies. e. weights w (a) If x* E argmax{'l/lT(z(X)) ~ Ix 0 are admissible. 6(a). 5(b). 84 85 86 87 Cf. Cf. Cf. Cf. (1972, p. 71, Theorem 1). (1999, p. ). DINKELBACH/DuRR (1972, p. 72, Theorem 2). DINKELBACH/DuRR (1972, p.
Cf. CHIANG (1984, p. 387-396) for various definitions of quasiconcavity.