论文标题
意见交换模型的伊辛普遍性类别的动态模型
The Ising universality class of kinetic exchange models of opinion dynamics
论文作者
论文摘要
我们使用缩放参数和蒙特卡洛模拟显示，在存在有限幅度的退火噪声项的情况下，一类二进制相互作用模型属于伊辛普遍性类别。虽然已知零噪声限制显示出活跃的吸收过渡，但添加退火噪声会在模型的无限范围（平均场）限制中诱导连续的订单diSorder triser transition。
We show using scaling arguments and Monte Carlo simulations that a class of binary interacting models of opinion evolution belong to the Ising universality class in presence of an annealed noise term of finite amplitude. While the zero noise limit is known to show an active-absorbing transition, addition of annealed noise induces a continuous order-disorder transition with Ising universality class in the infinite-range (mean field) limit of the models.
