Archivio per 28 dicembre 2014

28
Dic
14

Topology: The Secret Ingredient In The Latest Theory of Everything

See on Scoop.itComplexity & Self-Organizing Systems

Combine topology with symmetry and add a sprinkling of quantum mechanics. The result? A powerful new theory of everything

See on technologyreview.com

28
Dic
14

Applause is Contagious Like a Disease – D-brief

Applause spreads linearly, like a disease. The amount of time an individual feels like clapping is a factor, but not nearly as much as peer pressure.

Source: blogs.discovermagazine.com

See on Scoop.itBounded Rationality and Beyond

28
Dic
14

Applause is Contagious Like a Disease – D-brief

See on Scoop.itBounded Rationality and Beyond

Applause spreads linearly, like a disease. The amount of time an individual feels like clapping is a factor, but not nearly as much as peer pressure.

See on blogs.discovermagazine.com

28
Dic
14

Numerical Simulation of Asano-Khrennikov-Ohya Quantum-like Decision Making Model | Zuo | NeuroQuantology

Numerical Simulation of Asano-Khrennikov-Ohya Quantum-like Decision Making Model

Abstract In classical game theory, the rational behavior for the player is to make the decision which is approaching Nash equilibrium. The Prisoner’s Dilemma, which is a canonical game, is often used to present the rationality. In real experiment in cognitive psychology which were performed by Tversky and Shafir, the statistical data show the existence of the irrational behaviors in reality. The phenomenon is called disjunction effect. To explain why it probably happens, we review the Asano-Khrennikov-Ohya model which is the mathematical modeling of the process of decision making in the game of Prisoner’s Dilemma. It applies only the mathematical apparatus of quantum mechanics to the decision making process rather than the quantum physical model. In this paper, we present several numerical simulations for the Asano-Khrennikov-Ohya model together with the graphs of the von Neumann entropy for the solutions. By analyzing the simulation results, we explicitly and numerically present the existence of the irrational behavior for the player which is generated by the Asano-Khrennikov-Ohya model. 

Source: www.neuroquantology.com

See on Scoop.itBounded Rationality and Beyond

28
Dic
14

Numerical Simulation of Asano-Khrennikov-Ohya Quantum-like Decision Making Model | Zuo | NeuroQuantology

See on Scoop.itBounded Rationality and Beyond

Numerical Simulation of Asano-Khrennikov-Ohya Quantum-like Decision Making Model

Abstract In classical game theory, the rational behavior for the player is to make the decision which is approaching Nash equilibrium. The Prisoner’s Dilemma, which is a canonical game, is often used to present the rationality. In real experiment in cognitive psychology which were performed by Tversky and Shafir, the statistical data show the existence of the irrational behaviors in reality. The phenomenon is called disjunction effect. To explain why it probably happens, we review the Asano-Khrennikov-Ohya model which is the mathematical modeling of the process of decision making in the game of Prisoner’s Dilemma. It applies only the mathematical apparatus of quantum mechanics to the decision making process rather than the quantum physical model. In this paper, we present several numerical simulations for the Asano-Khrennikov-Ohya model together with the graphs of the von Neumann entropy for the solutions. By analyzing the simulation results, we explicitly and numerically present the existence of the irrational behavior for the player which is generated by the Asano-Khrennikov-Ohya model. 
See on neuroquantology.com




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