1991
DOI: 10.1016/0167-7152(91)90085-6
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Testing the equality of two regression curves using linear smoothers

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Cited by 110 publications
(65 citation statements)
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“…Hall and Hart (1990) proposed a bootstrap method for testing the equality of two or several mean functions in the nonparametric regression setting. The latter problem has also been studied by King, Hart, and Wehrly (1991), Delgado (1993), Kulasekera (1995), Young and Bowman (1995), Munk and Dette (1998), Dette and Neumeyer (2001), Neumeyer and Dette (2003) and Park and Kang (2008), among others. Much of this work considers models with independent errors, and thus is not suitable for analyzing time series data where dependence is the rule rather than the exception.…”
Section: X(u T) = S(u) + M(t) + Y (U T)mentioning
confidence: 99%
“…Hall and Hart (1990) proposed a bootstrap method for testing the equality of two or several mean functions in the nonparametric regression setting. The latter problem has also been studied by King, Hart, and Wehrly (1991), Delgado (1993), Kulasekera (1995), Young and Bowman (1995), Munk and Dette (1998), Dette and Neumeyer (2001), Neumeyer and Dette (2003) and Park and Kang (2008), among others. Much of this work considers models with independent errors, and thus is not suitable for analyzing time series data where dependence is the rule rather than the exception.…”
Section: X(u T) = S(u) + M(t) + Y (U T)mentioning
confidence: 99%
“…Two examples of methods of the first type are given in Delgado (1993) and Munk and Dette (1998). Examples of methods of the second type are mainly based on smoothing regression curves and need to fix a smoothing parameter [see King et al (1991) among many others]. The approach suggested in Mohdeb et al (2010) can be referred to the second type since it assumes a fixed number of Fourier coefficients to be indicated prior to calculations.…”
Section: Turning Simulation Into Estimationmentioning
confidence: 99%
“…The idea of using different smoothing parameters in the testing problems, to authors best knowledge was first proposed by [6] and referred to as 'significant trace'.…”
Section: Slope Testmentioning
confidence: 99%