Search results for "mathematical economics"

showing 10 items of 240 documents

Mark Baker (2015),Case: Its principles and parameters

2018

060201 languages & linguisticsLinguistics and LanguageCommunication0602 languages and literaturePrinciples and parameters06 humanities and the artsPsychologyMathematical economicsLanguage and LinguisticsStudies in Language
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The usefulness of a mathematical model of exposure for environmental risk assessment

2011

We respond to the Comment of Lang et al . [[1][1]] regarding our mathematical model [[2][2]] of exposure of non-target Lepidoptera to Bt -maize pollen expressing Cry1Ab within Europe. Lang et al . remark on the degree to which the model was subject to uncertainty. Perry et al . [[2][2]] did indeed

1001Insecticides60Bacillus thuringiensisBiologyMothsModels BiologicalRisk AssessmentZea maysGeneral Biochemistry Genetics and Molecular BiologyBacterial proteinHemolysin ProteinsBacterial ProteinsAnimalsPest Control BiologicalGeneral Environmental ScienceEnvironmental risk assessmentBt corn Cry IAb Lepidoptera31General Immunology and MicrobiologyBacillus thuringiensis ToxinsEcologyComments and Invited RepliesGeneral MedicinePlants Genetically ModifiedZea maysEndotoxinsEuropePollenGeneral Agricultural and Biological SciencesMathematical economicsButterfliesProceedings of the Royal Society B: Biological Sciences
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Initial Enlargement in a Markov chain market model

2011

Enlargement of filtrations is a classical topic in the general theory of stochastic processes. This theory has been applied to stochastic finance in order to analyze models with insider information. In this paper we study initial enlargement in a Markov chain market model, introduced by Norberg. In the enlarged filtration, several things can happen: some of the jumps times can be accessible or predictable, but in the original filtration all the jumps times are totally inaccessible. But even if the jumps times change to accessible or predictable, the insider does not necessarily have arbitrage possibilities.

Actuarial scienceQuantitative Finance - Trading and Market MicrostructureMarkov chainStochastic process010102 general mathematicsProbability (math.PR)01 natural sciencesInsiderTrading and Market Microstructure (q-fin.TR)FOS: Economics and business010104 statistics & probabilityOrder (exchange)Modeling and SimulationFiltration (mathematics)FOS: MathematicsResizingArbitrage0101 mathematicsMarket modelMathematical economicsMathematics - ProbabilityMathematics
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Robust consensus in social networks and coalitional games

2014

We study an n-player averaging process with dynamics subject to controls and adversarial disturbances. The model arises in two distinct application domains: i) coalitional games with transferable utilities (TU) and ii) opinion propagation. We study conditions under which the average allocations achieve robust consensus to some predefined target set.

Adversarial systemMathematical optimizationProcess (engineering)Game theory networks allocations robust receding horizon control.EconomicsSettore MAT/09 - Ricerca OperativaSet (psychology)Mathematical economicsGame theory
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Specialization of cycles and the K-theory elevator

2017

A general specialization map is constructed for higher Chow groups and used to prove a "going-up" theorem for algebraic cycles and their regulators. The results are applied to study the degeneration of the modified diagonal cycle of Gross and Schoen, and of the coordinate symbol on a genus-2 curve.

Algebra and Number TheoryElevator010102 general mathematicsGeneral Physics and AstronomyK-theory01 natural sciencesMathematics - Algebraic GeometryMathematics::Algebraic Geometry14C25 19E15 14C300103 physical sciencesSpecialization (functional)FOS: Mathematics010307 mathematical physics0101 mathematicsMathematical economicsAlgebraic Geometry (math.AG)Mathematical PhysicsMathematics
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Rejoinder on: Natural Induction: An Objective Bayesian Approach

2009

Giron and Moreno. We certainly agree with Professors Giron and Moreno on the interest in sensitivity of any Bayesian result to changes in the prior. That said, we also consider of considerable pragmatic importance to be able to single out a unique, particular prior which may reasonably be proposed as the reference prior for the problem under study, in the sense that the corresponding posterior of the quantity of interest could be routinely used in practice when no useful prior information is available or acceptable. This is precisely what we have tried to do for the twin problems of the rule of succession and the law of natural induction. The discussants consider the limiting binomial versi…

Algebra and Number TheoryRule of successionApplied MathematicsBayesian probabilityComputational MathematicsPrior probabilityNatural (music)Geometry and TopologySensitivity (control systems)Problem of inductionNull hypothesisMathematical economicsAnalysisMathematicsStatistical hypothesis testing
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Attractors/Basin of Attraction

2020

It is a controversial issue to decide who first coined the term “attractor”. According to Peter Tsatsanis, the editor of the English version of Prédire n’est pas expliquer, it was René Thom who first introduced such a term. It is necessary, however, to remember that Thom thought that it was first introduced by the American mathe- matician Steven Smale, “although Smale says it was Thom that coined the neolo- gism “attractor”“(Tsatsanis 2010: 63–64 n. 20). From this point of view, Bob Williams expressed a more cautious opinion by saying that “the word “attractor” was invented by these guys, Thom and Smale” (Cucker and Wong 2000: 183). But other mathematicians are of the opinion that the term …

Attractor Basin of Attraction Fixed Point Limit Cycle Torus Strange Attractors Dynamical SystemsPhilosophyAttractorEnglish versionMathematical economicsAttractionSettore M-FIL/05 - Filosofia E Teoria Dei LinguaggiNeologismTerm (time)
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Probabilities of conditionals and previsions of iterated conditionals

2019

Abstract We analyze selected iterated conditionals in the framework of conditional random quantities. We point out that it is instructive to examine Lewis's triviality result, which shows the conditions a conditional must satisfy for its probability to be the conditional probability. In our approach, however, we avoid triviality because the import-export principle is invalid. We then analyze an example of reasoning under partial knowledge where, given a conditional if A then C as information, the probability of A should intuitively increase. We explain this intuition by making some implicit background information explicit. We consider several (generalized) iterated conditionals, which allow…

Background informationSettore MAT/06 - Probabilita' E Statistica MatematicaInference02 engineering and technologyConditional probabilities and previsionTheoretical Computer ScienceConditional random quantitieAffirmation of the ConsequentArtificial Intelligence020204 information systemsFOS: Mathematics0202 electrical engineering electronic engineering information engineeringConjoined and iterated conditionalMathematicsIndependence and uncorrelation.Applied MathematicsProbability (math.PR)Conditional probabilityMathematics - LogicTrivialityIterated function020201 artificial intelligence & image processingLogic (math.LO)Mathematical economicsCoherenceSoftwareMathematics - ProbabilityIntuition
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M.J. (Susie) Bayarri

2021

Bayesian statisticsComputer scienceMathematical economicsStatisticianWiley StatsRef: Statistics Reference Online
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Robust Allocation Rules in Dynamical Cooperative TU Games

2011

Robust dynamic coalitional TU games are repeated TU games where the values of the coalitions are unknown but bounded variables. We set up the game supposing that the Game Designer uses a vague measure of the extra reward that each coalition has received up to the current time to re-adjust the allocations among the players. As main result, we provide a constructive method for designing allocation rules that converge to the core of the average game. Both the set up and the solution approach also provide an insight on commonalities between coalitional games and stability theory.

Bondareva–Shapley theoremgame theoryMathematical optimizationSequential gameComputer scienceComputingMilieux_PERSONALCOMPUTINGCombinatorial game theoryTheoryofComputation_GENERALConstructiveBounded functionRepeated gameVideo game designGame theoryMathematical economics
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