Abstract

We use the theory of generalised additive models to develop a non-parametric cost function for the Canadian cable television industry through the 1990s. We offer that statistical testing for substitutability/complementarity of inputs is important for regulators and policymakers since some forms of industry regulation e.g., rate of return regulation have less distortionary effects on input choice if regulated returns are earned on an input that is complementary as opposed to a substitute for other inputs. Using detailed financial and operating data, cost function parameters for Canadian cable television are estimated using general spline smoothing techniques. We then test the degree of separability among the inputs using interaction terms defined for both non-parametric and parametric estimates. The results show that in this case, similar conclusions about input separability can be drawn using either parametric or non-parametric cost estimates.

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