Results 241 to 250 of about 314,346 (294)
Some of the next articles are maybe not open access.
Journal of Economic Psychology, 2007
Herein we further explore whether the power of arbitrage to induce people to exhibit more rational behavior extends to diverse decision-making tasks and stated valuation over preferences for gambles. We examine how arbitrage in a preference reversal setting affects behavior for the valuation of low probability food safety risks, the Allais Paradox, and
Cherry, Todd L., Shogren, Jason F.
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Herein we further explore whether the power of arbitrage to induce people to exhibit more rational behavior extends to diverse decision-making tasks and stated valuation over preferences for gambles. We examine how arbitrage in a preference reversal setting affects behavior for the valuation of low probability food safety risks, the Allais Paradox, and
Cherry, Todd L., Shogren, Jason F.
openaire +1 more source
2009 IEEE Virtual Reality Conference, 2009
VR applications provide an opportunity to study a variety of new applications. One of the focus areas of the media convergence, games and media integration (McGMI) program is to develop new media applications for the visually impaired population. We are particularly interested in developing applications which are at the same time interesting for the ...
Brian Wilke +6 more
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VR applications provide an opportunity to study a variety of new applications. One of the focus areas of the media convergence, games and media integration (McGMI) program is to develop new media applications for the visually impaired population. We are particularly interested in developing applications which are at the same time interesting for the ...
Brian Wilke +6 more
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IEEE Computer Graphics and Applications, 2010
This installment looks at the work of Warren Furman, who creates art based on digital imagery.
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This installment looks at the work of Warren Furman, who creates art based on digital imagery.
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IEEE Transactions on Computers, 1981
Summary: Those bases which permit the realization of a planar crossover are characterized.
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Summary: Those bases which permit the realization of a planar crossover are characterized.
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The Detrimentality of Crossover
2007The traditional concept of a genetic algorithm (GA) is that of selection, crossover and mutation. However, data from the literature has suggested that the niche for the beneficial effect of crossover upon GA performance may be smaller than has been traditionally held.
Andrew Czarn +3 more
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Proceedings of the 9th annual conference companion on Genetic and evolutionary computation, 2007
The traditional GA theory is pillared on the Building Block Hypothesis (BBH) which states that Genetic Algorithms (GAs) work by discovering, emphasizing and recombining low order schemata in high-quality strings, in a strongly parallel manner. Historically, attempts to capture the topological fitness landscape features which exemplify this intuitively ...
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The traditional GA theory is pillared on the Building Block Hypothesis (BBH) which states that Genetic Algorithms (GAs) work by discovering, emphasizing and recombining low order schemata in high-quality strings, in a strongly parallel manner. Historically, attempts to capture the topological fitness landscape features which exemplify this intuitively ...
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Crossover Enhancements in GEFREX
IEEE Transactions on Neural Networks, 2005This letter describes some improvements to the crossover operator in the genetic-neuro-fuzzy algorithm called genetic fuzzy rule extractor (GEFREX). Although, the new crossovers studied are very simple, the performance of GEFREX, in terms of learning time, is decidedly improved.
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Crossover in Grammatical Evolution
Genetic Programming and Evolvable Machines, 2003Summary: We present an investigation into crossover in Grammatical Evolution that begins by examining a biologically-inspired homologous crossover operator that is compared to standard one and two-point operators. Results demonstrate that this homologous operator is no better than the simpler one-point operator traditionally adopted. An analysis of the
Michael O'Neill 0001 +3 more
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