Market Power, NAIRU, and the Phillips Curve

Author:

Zweig Derek1ORCID

Affiliation:

1. The Huntington National Bank, Internal Zip HP0120, 310 Grant Street, Pittsburgh, PA 15219, USA

Abstract

We explore the relationship between unemployment and inflation in the United States (1949-2019) through both Bayesian and spectral lenses. We employ Bayesian vector autoregression (“BVAR”) to expose empirical interrelationships between unemployment, inflation, and interest rates. Generally, we do find short-run behavior consistent with the Phillips curve, though it tends to break down over the longer term. Emphasis is also placed on Phelps’ and Friedman’s NAIRU theory using both a simplistic functional form and BVAR. We find weak evidence supporting the NAIRU theory from the simplistic model, but stronger evidence using BVAR. A wavelet analysis reveals that the short-run NAIRU theory and Phillips curve relationships may be time-dependent, while the long-run relationships are essentially vertical, suggesting instead that each relationship is primarily observed over the medium-term (2-10 years), though the economically significant medium-term region has narrowed in recent decades to roughly 4-7 years. We pay homage to Phillips’ original work, using his functional form to compare potential differences in labor bargaining power attributable to labor scarcity, partitioned by skill level (as defined by educational attainment). We find evidence that the wage Phillips curve is more stable for individuals with higher skill and that higher skilled labor may enjoy a lower natural rate of unemployment.

Publisher

Hindawi Limited

Subject

Applied Mathematics,Analysis

Reference41 articles.

1. I Discovered the Phillips Curve: "A Statistical Relation between Unemployment and Price Changes"

2. Analytical aspects of anti-inflation policy;P. A. Samuelson;The American Economic Review,1960

3. The Samuelson–Solow Phillips Curve and the Great Inflation

4. The role of monetary policy;M. Friedman;The American Economic Review,1968

5. Market Power as an Intervening Mechanism in Phillips Curve Analysis

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