Search results for "Marginal value"

showing 2 items of 2 documents

Virgins in the wild: mating status affects the behavior of a parasitoid foraging in the field

2008

In haplodiploid organisms, virgin females can produce offspring, albeit only sons. They may therefore face a trade-off between either: (1) searching for hosts and producing sons immediately; or (2) searching for mates and perhaps producing both sons and daughters later in life. Although this trade-off raises a theoretical interest, it has not been approached experimentally. The objective of this article is thus to document the effect of mating status on the foraging behavior of a haplodiploid parasitoid. For this, we recorded the behavior of virgin and mated female Lysiphlebus testaceipes (Hymenoptera: Braconidae) after being released, in the field, on a colony of their aphid hosts. Half of…

Male0106 biological sciencesanimal structuresOffspringForagingMarginal value theoremZoologyMarginalvalue theorem haplodiploidy constrained model dispersal sex ratiioBiologyLYSIPHLEBUS TESTACEIPESAPHID010603 evolutionary biology01 natural sciencesHost-Parasite InteractionsParasitoidSexual Behavior AnimalDISPERSALAnimalsMARGINAL VALUE THEOREMFORAGING BEHAVIORMatingEcology Evolution Behavior and Systematicsreproductive and urinary physiologySEX RATIO[SDV.EE]Life Sciences [q-bio]/Ecology environmentEcologyHAPLODIPLOIDYReproductionfood and beveragesbiology.organism_classification010602 entomologySettore AGR/11 - Entomologia Generale E ApplicataCONSTRAINED MODELAphidsHaplodiploidyFemaleBraconidaeSex ratio
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Solving the discrete multiple criteria problem using linear prospect theory

1994

Abstract Prospect theory developed by Kahneman and Tversky is a popular model of choice in decision problems under uncertainty. Prospect theory has recently been extended to multiple criteria choice problems. In this paper, an interactive method for solving discrete multiple criteria decision problems, based on prospect theory type value functions, has been developed. Piecewise linear marginal value functions are assumed to approximate the S-shaped value functions of prospect theory. Therefore, the proposed procedure is valid only for convex preferences.

Mathematical optimizationInformation Systems and ManagementGeneral Computer ScienceDecision theoryConvex preferencesMarginal valueManagement Science and Operations ResearchType (model theory)Decision problemIndustrial and Manufacturing EngineeringPiecewise linear functionProspect theoryModeling and SimulationValue (economics)Mathematical economicsMathematicsEuropean Journal of Operational Research
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