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LEARNABILITY OF E-STABLE EQUILIBRIA

机译:稳态平衡​​的可导性

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摘要

If private sector agents update their beliefs with a learning algorithm other than recursive least squares, expectational stability or learnability of rational expectations equilibria (REE) is not guaranteed. Monetary policy under commitment, with a determinate and E-stable REE, may not imply robust learning stability of such equilibria if the RLS speed of convergence is slow. In this paper, we propose a refinement of E-stability conditions that allows us to select equilibria more robust to specification of the learning algorithm within the RLS/SG/GSG class. E-stable equilibria characterized by faster speed of convergence under RLS learning are learnable with SG or generalized SG algorithms as well.
机译:如果私营部门代理人使用递归最小二乘法以外的学习算法更新其信念,则无法保证期望稳定性或理性期望均衡(REE)的可学习性。如果RLS收敛速度较慢,则承诺的货币政策具有确定的和E稳定的REE,可能并不意味着这种均衡的稳定学习稳定性。在本文中,我们提出了对E稳定性条件的改进,使我们能够选择对RLS / SG / GSG类中的学习算法规范更为鲁棒的均衡。可以使用SG或广义SG算法来学习以RLS学习下收敛速度较快为特征的E稳定均衡。

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