Score contribution per author:
α: calibrated so average coauthorship-adjusted count equals average raw count
The paper investigates how well linear vector autoregressions (VARs) identify endogenous cycle mechanisms and cycle frequencies when the underlying process is a nonlinear limit cycle. We conduct Monte Carlo simulations with five nonlinear models in which cycles are driven by the interaction of two state variables. We find that while linear VARs quantitatively underestimate the strength of the interaction mechanism, they successfully identify the qualitative presence of a cycle mechanism in most cases (55%–100%). Our results further suggest that linear VARs are surprisingly successful at estimating cycle frequencies of nonlinear processes.