迭代序列收敛的一个结果及其在最优反应动态中的应用

A Result on Convergence of Sequences of Iterations with Applications to Best-Response Dynamics

Mathematics of Operations Research · 2021
被引 2
ABS 3

中文导读

将递增函数迭代序列收敛的经典结果推广到更一般的映射,并应用于Crawford-Sobel模型及Hotelling和Tiebout模型中的最优反应动态收敛性分析。

Abstract

The result that says the sequence of iterations [Formula: see text] converges if [Formula: see text] is an increasing function has numerous applications in elementary economic analysis. I generalize this simple result to some mappings [Formula: see text]. The applications of the new result include the convergence of the best-response dynamics in the general version of the Crawford and Sobel model and in some versions of the Hotelling and Tiebout models.

博弈论经济动态最优反应收敛理论