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1.1 ! root 1: 2\ Smoothing !1 200. ! 2: 2.1\ \ \ What is a smoother? !1 200. ! 3: 2.2\ \ \ Scatterplot smoothing: definition !1 204. ! 4: 2.3\ \ \ Parametric Regression !1 205. ! 5: 2.4\ \ \ Bin smoothers !1 205. ! 6: 2.5\ \ \ Running-mean and running-lines smoothers !1 206. ! 7: Cleveland's (1979) !0 208. ! 8: 2.6\ \ \ Kernel smoothers !1 209. ! 9: Eubank, 1988 !0 209. ! 10: 2.6.1\ \ Computational issues !1 210. ! 11: 2.7\ \ \ Running medians and enhancements !1 211. ! 12: 2.8\ \ \ Equivalent kernels !1 211. ! 13: 2.9\ \ \ Regression splines !1 213. ! 14: 2.9.1\ \ Computational aspects !1 215. ! 15: de\penalty \@M \ Boor\penalty \@M \ (1978) !0 216. ! 16: 2.10\ \ \ Cubic smoothing splines !1 218. ! 17: 2.10.1\ \ Computational aspects !1 219. ! 18: Buja, Hastie and Tibshirani (1989) !0 220. ! 19: Silverman (1984) !0 220. ! 20: 2.11\ \ \ Locally weighted running-line smoothers !1 220. ! 21: Cleveland (1979) !0 220. ! 22: 2.12\ \ \ Smoothers for multiple predictors !1 222. ! 23: 2.13\ \ \ Discussion and bibliography !1 225. ! 24: Silverman, 1984 !0 225. ! 25: Muller, 1987 !0 225. ! 26: Breiman !0 226. ! 27: Eubank, R.L. !0 226. ! 28: Silverman, B.W. !0 226. ! 29: Cleveland, W. S. !0 226. ! 30: Devlin, S. !0 226. ! 31: Grosse, E. H. !0 226. ! 32: Cleveland, Devlin and Grosse (1988) !0 226. ! 33: 2.14\ \ \ Further results and exercises 2 !1 226. ! 34: Reinsch (1967) !0 227. ! 35: Green, P.J. !0 228. ! 36: Jennison, C. !0 228. ! 37: Seheult, A. !0 228. ! 38: Silverman (1982) !0 228. ! 39: H{\accent "7F a}rdle (1986) !0 228. ! 40: Nadaraya, E.A. !0 228. ! 41: Watson, G.S. !0 228.
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