Most measures of multifactor productivity (MFP) assume constant returns to scale and perfect competition. Using a general aggregate production function together with duality theory and allowing for the possibilities of disequilibrium, markups and economies of scale, the study derives a more generalized MFP measure. The model was used to assess the economic performance in US manufacturing for the 1949 to 1988 period. The results suggest that scale and markups have substantial power in explaining MFP growth for all periods and that half of the measured MFP growth (as measured within the conventional framework) comes from biases due to scale economies, market power, and interaction effects.
A two-sector real business cycle model, estimated with postwar U.S. data, identifies shocks to the l...
National statistics offices in different countries, as well as individual researchers, make a range ...
. We present several new measures of gross-output-based total factor productivity (TFP) at the secto...
It is well known that, under the assumptions of constant returns to scale, perfect competition, and ...
This paper presents estimates of the degree of returns to scale using nonparametric measures of prim...
We construct a 2 sector growth model with sector specific technology shocks where one sector produce...
Measures of productivity growth typically include in the productivity "residual" the impacts of fixi...
We derive the dual approach of Hall (1988). We show that both primal and dual TFP growth underestima...
This article examines the role of imperfect competition in determining total factor productivity gro...
The widely applied non-parametric Malmquist Productivity Index (MPI) is beset by Unboundedness under...
The widely applied non-parametric Malmquist Productivity Index (MPI) is beset by Unboundedness under...
Although the effects on wages and living standards of productivity growth tend to be broad-based, th...
This paper derives a number of theoretical results in the context of estimating returns to scale, te...
Typically measures of multifactor productivity growth have been based on a production and optimizati...
Multi-factor productivity (MFP), sometimes referred to as ‘total-factor productivity’ or ‘growth acc...
A two-sector real business cycle model, estimated with postwar U.S. data, identifies shocks to the l...
National statistics offices in different countries, as well as individual researchers, make a range ...
. We present several new measures of gross-output-based total factor productivity (TFP) at the secto...
It is well known that, under the assumptions of constant returns to scale, perfect competition, and ...
This paper presents estimates of the degree of returns to scale using nonparametric measures of prim...
We construct a 2 sector growth model with sector specific technology shocks where one sector produce...
Measures of productivity growth typically include in the productivity "residual" the impacts of fixi...
We derive the dual approach of Hall (1988). We show that both primal and dual TFP growth underestima...
This article examines the role of imperfect competition in determining total factor productivity gro...
The widely applied non-parametric Malmquist Productivity Index (MPI) is beset by Unboundedness under...
The widely applied non-parametric Malmquist Productivity Index (MPI) is beset by Unboundedness under...
Although the effects on wages and living standards of productivity growth tend to be broad-based, th...
This paper derives a number of theoretical results in the context of estimating returns to scale, te...
Typically measures of multifactor productivity growth have been based on a production and optimizati...
Multi-factor productivity (MFP), sometimes referred to as ‘total-factor productivity’ or ‘growth acc...
A two-sector real business cycle model, estimated with postwar U.S. data, identifies shocks to the l...
National statistics offices in different countries, as well as individual researchers, make a range ...
. We present several new measures of gross-output-based total factor productivity (TFP) at the secto...