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| Ambos lados da revisão anteriorRevisão anteriorPróxima revisão | Revisão anterior | ||
| pessoais:pedro:doutorado:artigos [2007/11/07 11:39] – pedro | pessoais:pedro:doutorado:artigos [2008/01/14 14:18] (atual) – pedro | ||
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| ======Papers====== | ======Papers====== | ||
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| - | =====Evolutionary Games===== | ||
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| - | ====On the instability of evolutionary stable strategies in small populations==== | ||
| - | [[http:// | ||
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| - | // | ||
| - | of ESSs determines which, if any, combinations of behaviors cannot be invaded by alternative strategies. Two | ||
| - | assumptions required to generate an ESS (i.e. an infinite population and payoffs described only on the average) do | ||
| - | not hold under natural conditions. Previous experiments have indicated that under more realistic conditions of finite | ||
| - | populations and stochastic payoffs, populations may evolve in trajectories that are unrelated to an ESS, even in very | ||
| - | simple evolutionary games. The simulations are extended here to small populations with varying levels of selection | ||
| - | pressure and mixing levels. The results suggest that ESSs may not provide a good explanation of the behavior of small | ||
| - | populations even at relatively low levels of selection pressure and even under persistent mixing. The implications of | ||
| - | these results are discussed briefly in light of previous literature which claimed that ESSs generated suitable | ||
| - | explanations of real-world data.// | ||
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| - | [[http:// | ||
| ====Mobility and Cooperation: | ====Mobility and Cooperation: | ||
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| The major conclusion that we can draw out of these results is that both free-riding | The major conclusion that we can draw out of these results is that both free-riding | ||
| and cooperating are active principles. | and cooperating are active principles. | ||
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| - | ====The Evolution of Strategy Variation: Will an ESS Evolve?==== | ||
| - | [[http:// | ||
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| - | // | ||
| - | that when monomorphic or nearly so prevents a mutant with any other strategy from entering the population. In fact, | ||
| - | the prediction of some of these models is ambiguous when the predicted strategy is ‘‘mixed’’, | ||
| - | ratio, which may be regarded as a mixture of the subtraits ‘‘produce a daughter’’ and ‘‘produce a son.’’ Some models | ||
| - | predict only that such a mixture be manifested by the population as a whole, that is, as an ‘‘evolutionarily stable | ||
| - | state’’; | ||
| - | game and the sex-ratio game in a panmictic population are models that make such a ‘‘degenerate’’ prediction. We | ||
| - | show here that the incorporation of population finiteness into degenerate models has effects for and against the evolution | ||
| - | of a monomorphism (an ESS) that are of equal order in the population size, so that no one effect can be said to | ||
| - | predominate. Therefore, we used Monte Carlo simulations to determine the probability that a finite population evolves | ||
| - | to an ESS as opposed to a polymorphism. We show that the probability that an ESS will evolve is generally much | ||
| - | less than has been reported and that this probability depends on the population size, the type of competition among | ||
| - | individuals, | ||
| - | strength of natural selection on strategies can increase as population size decreases. This inverse dependency under- | ||
| - | scores the incorrectness of Fisher’s and Wright’s assumption that there is just one qualitative relationship between | ||
| - | population size and the intensity of natural selection.// | ||
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| - | [[http:// | ||
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| - | =====Spatial Games===== | ||
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| agents that will solve the problems mentioned above and present a prototype of an Interface | agents that will solve the problems mentioned above and present a prototype of an Interface | ||
| Agent for the Drawing tool of the Smallworld GIS.// | Agent for the Drawing tool of the Smallworld GIS.// | ||
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| =====LUCC===== | =====LUCC===== | ||
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| ====Spatially explicit experiments for the exploration of land-use decision-making dynamics==== | ====Spatially explicit experiments for the exploration of land-use decision-making dynamics==== | ||
| Linha 132: | Linha 77: | ||
| They cite some works of games, but they are ' | They cite some works of games, but they are ' | ||
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| =====Others===== | =====Others===== | ||
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| ====A random matching theory==== | ====A random matching theory==== | ||