Political dynamics affected by turncoats

TL;DR

This paper introduces a mathematical model using fermionic operators to analyze how political party dynamics are influenced by turncoat behaviors, incorporating environmental adjustments into the system.

Contribution

It presents a novel operatorial theoretical framework combining quadratic Hamiltonians with adaptive rules to model political dynamics affected by turncoats.

Findings

Model captures the influence of turncoat behaviors on party dynamics

Incorporates environmental feedback into the political system model

Provides a basis for analyzing stability and changes in political alliances

Abstract

An operatorial theoretical model based on raising and lowering fermionic operators for the description of the dynamics of a political system consisting of macro--groups affected by turncoat--like behaviors is presented. The analysis of the party system dynamics is carried on by combining the action of a suitable quadratic Hamiltonian operator with specific rules (depending on the variations of the mean values of the observables) able to adjust periodically the conservative model to the political environment.