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Non‐parametric Regression for Circular Responses
Authors:MARCO DI MARZIO  AGNESE PANZERA  CHARLES C. TAYLOR
Affiliation:1. DMQTE, Università di Chieti‐Pescara;2. Department of Statistics, University of Leeds
Abstract:Regression with a circular response is a topic of current interest. We introduce non‐parametric smoothing for this problem. Simple adaptations of a weight function enable a unified formulation for both real‐line and circular predictors, whereas these cases have been tackled by quite distinct parametric methods. Additionally, we discuss various methodological extensions, obtaining a number of promising techniques – totally new in circular statistics – such as confidence intervals for the value of a circular regression and non‐parametric autoregression in circular time series. The findings are also illustrated through real data examples.
Keywords:approximate confidence intervals  circular‐circular regression  mixing processes  real‐line‐circular regression  von Mises kernels
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