The Origin and the Resolution of Nonuniqueness in Linear Rational Expectations

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Tác giả: John G Thistle

Ngôn ngữ: eng

Ký hiệu phân loại: 519.7 Programming

Thông tin xuất bản: 2018

Mô tả vật lý:

Bộ sưu tập: Báo, Tạp chí

ID: 162016

 Comment: 41 pages, 1 figure. v2: 43 pages, 1 figure. Extended discussion, minor corrections and revisions (arguments unchanged). v3: Added result on uniqueness of solution with least-square forecast errors (other results unchanged)
  used a standard New Keynesian example
  added introductory example (of Taylor's)
  generally reorganized, and edited proseThe nonuniqueness of rational expectations is explained: in the stochastic, discrete-time, linear, constant-coefficients case, the associated free parameters are coefficients that determine the public's most immediate reactions to shocks. The requirement of model-consistency may leave these parameters completely free, yet when their values are appropriately specified, a unique solution is determined. In a broad class of models, the requirement of least-square forecast errors determines the parameter values, and therefore defines a unique solution. This approach is independent of dynamical stability, and generally does not suppress model dynamics. Application to a standard New Keynesian example shows that the traditional solution suppresses precisely those dynamics that arise from rational expectations. The uncovering of those dynamics reveals their incompatibility with the new I-S equation and the expectational Phillips curve.
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