A mathematical model for the behavior of pedestrians
Behavioral Science
Simulating organizations: computational models of institutions and groups
Simulating organizations: computational models of institutions and groups
An introduction to econophysics: correlations and complexity in finance
An introduction to econophysics: correlations and complexity in finance
Guest Editors' Introduction: The Top 10 Algorithms
Computing in Science and Engineering
Monte Carlo Strategies in Scientific Computing
Monte Carlo Strategies in Scientific Computing
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We propose a computer simulation model aiming to describe the interaction of students in a learning environment composed of the teacher, the students in a collaborative project and the educational material. Our aim is to investigate the change of the opinion of students when they interact with an agent with different opinion. This model can apply to all levels of education in order to explore the reconciliation or not of different opinions during the teaching and learning sequence as well as to examine the resistance of students to new challenges and concepts. The idea is based on the social impact theory and uses methods of Computational Physics, mainly the Monte Carlo techniques and the notion of master equation. Results from simulations indicate that opinion formation is established for different values of the populations when the temperature is below the critical temperature.