Unimodal regression in the two-parameter exponential family with constant or known dispersion parameter
| Pettersson, Kjell | ||
| 2008-02-04T13:00:17Z | ||
| 2008-02-04T13:00:17Z | ||
| 2008-02-04T13:00:17Z | ||
| In this paper we discuss statistical methods for curve-estimation under the assumption of unimodality for variables with distributions belonging to the two-parameter exponential family with known or constant dispersion parameter. We suggest a non-parametric method based on monotonicity properties. The method is applied to Swedish data on laboratory verified diagnoses of influenza and data on inflation from an episode of hyperinflation in Bulgaria. | en | |
| Swedish Emergency Management Agency Bank of Sweden Tercentenary Foundation | en | |
| Statistical Research Unit, Department of Economics | en | |
| University of Gothenburg | en | |
| 0349-8034 | ||
| http://hdl.handle.net/2077/9513 | ||
| eng | en | |
| Research Report | en | |
| 2007:14 | en | |
| Non-parametric | en | |
| Order restrictions | en | |
| Two-parameter exponential family | en | |
| Known dispersion parameter | en | |
| Poisson distribution | en | |
| Unimodal regression in the two-parameter exponential family with constant or known dispersion parameter | en | |
| Text | en | |
| report | en |