An improved model of alliances between political parties
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In this paper, an operatorial model of alliances between three political parties which interact with their electors, with the undecided voters, and with the electors of the other parties is considered, and the dynamics of the so-called decision functions are deduced, and some explicit situations are considered in details.Abstract:
We consider an operatorial model of alliances between three political parties which interact with their electors, with the undecided voters, and with the electors of the other parties. This extends what was done in a previous paper, where this last type of interactions was not considered. Of course, taking them into account makes the system closer to real life. To produce an exactly solvable model, we restrict here to quadratic Hamiltonians, so that the equations of motion turn out to be linear. The dynamics of the so-called decision functions are deduced, and some explicit situations are considered in details.read more
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Quantum Concepts in the Social, Ecological and Biological Sciences
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Modeling interactions between political parties and electors
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References
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Quantum Models of Cognition and Decision
Jerome R. Busemeyer,Peter Bruza +1 more
TL;DR: The foundations for modelling probabilistic-dynamic systems using two aspects of quantum theory, 'contextuality' and 'quantum entanglement', are introduced, which allow cognitive phenomena to be modeled in non-reductionist ways.
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An Expository Development of a Mathematical Model of the Electoral Process
TL;DR: In this article, a mathematical model of one aggregative mechanism, the electoral process, is conceptualized as a multidimensional model of spatial competition in which competition consists of candidates affecting turnout and the electorate's perception of each candidate's positions, and in which the social choice is a policy package which the victorious candidate advocates.
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Quantum Social Science
Emmanuel Haven,Andrei Khrennikov +1 more
TL;DR: In this paper, a quantum social science: a non-mathematical motivation for non-quantum motivation in social science is discussed, and the Bohm-Vigier Model and path simulation are discussed.