Skip to main content

and
  1. No Access

    Chapter

    A Hierarchical Panel Data Model for the Estimation of Stochastic Metafrontiers: Computational Issues and an Empirical Application

    In the metafrontier literature, firms are put into groups, generally defined by technology or geography. Each group has its own technological frontier, and the metafrontier is the upper bound of these group fr...

    Christine Amsler, Yi Yi Chen, Peter Schmidt in Advanced Mathematical Methods for Economic… (2023)

  2. No Access

    Article

    Evaluating the cdf of the Skew Normal distribution

    In this paper, we consider various methods for evaluating the cdf of the Skew Normal distribution. This distribution arises in the stochastic frontier model because it is the distribution of the composed error...

    Christine Amsler, Alecos Papadopoulos, Peter Schmidt in Empirical Economics (2021)

  3. No Access

    Article

    A new family of copulas, with application to estimation of a production frontier system

    This paper makes two contributions. The first is to propose a new family of copulas for which the copula arguments are uncorrelated but dependent. Specifically, if w1 and w2 are the uniform random variables in th...

    Christine Amsler, Artem Prokhorov, Peter Schmidt in Journal of Productivity Analysis (2021)

  4. No Access

    Chapter and Conference Paper

    A Survey of the Use of Copulas in Stochastic Frontier Models

    Copulas are used to create joint distributions with specified marginal distributions. The copula models the dependence between the corresponding marginal random variables. In the normal case, the multivariate ...

    Christine Amsler, Peter Schmidt in Advances in Efficiency and Productivity Analysis (2021)

  5. No Access

    Article

    A hierarchical panel data stochastic frontier model for the estimation of stochastic metafrontiers

    This paper proposes a stochastic frontier model with three composed errors, and therefore six error components. As in the metafrontier literature, firms belong to groups with a group-specific frontier. A firm ...

    Christine Amsler, Yi Yi Chen, Peter Schmidt, Hung Jen Wang in Empirical Economics (2021)

  6. No Access

    Article

    Evaluating the CDF of the distribution of the stochastic frontier composed error

    In the stochastic frontier model, the composed error is the sum (or difference) of a normal and a half normal random variable. Often the composed error is linked to other errors using a copula, and evaluation ...

    Christine Amsler, Peter Schmidt, Wen-Jen Tsay in Journal of Productivity Analysis (2019)

  7. No Access

    Article

    A post-truncation parameterization of truncated normal technical inefficiency

    In this paper we consider a stochastic frontier model in which the distribution of technical inefficiency is truncated normal. In standard notation, technical inefficiency u is distributed as N ...

    Christine Amsler, Peter Schmidt, Wen-Jen Tsay in Journal of Productivity Analysis (2015)

  8. No Access

    Article

    Estimation and inference in parametric deterministic frontier models

    In this paper we consider parametric deterministic frontier models. For example, the production frontier may be linear in the inputs, and the error is purely one-sided, with a known distribution such as expone...

    Christine Amsler, Michael Leonard, Peter Schmidt in Journal of Productivity Analysis (2013)

  9. No Access

    Article

    Goodness of fit tests in stochastic frontier models

    In this paper we discuss goodness of fit tests for the distribution of technical inefficiency in stochastic frontier models. If we maintain the hypothesis that the assumed normal distribution for statistical n...

    Wei Siang Wang, Christine Amsler, Peter Schmidt in Journal of Productivity Analysis (2011)

  10. No Access

    Article

    Interpreting and Testing the Scaling Property in Models where Inefficiency Depends on Firm Characteristics

    Let u ≥ 0 be technical inefficiency, let z be a set of variables that affect u, and let δ be the parameters of this relationship. The model satisfies the scaling property if u(z, δ) can be written as a scaling fu...

    Antonio Alvarez, Christine Amsler, Luis Orea in Journal of Productivity Analysis (2006)