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Kernel regression estimates the continuous dependent variable from a limited set of data points by [[Convolution|convolving]] the data points' locations with a [[kernel function]]—approximately speaking, the kernel function specifies how to "blur" the influence of the data points so that their values can be used to predict the value for nearby locations.
==Nonparametric multiplicative regression{{anchor|Multiplicative}}==
{{split section|Nonparametric multiplicative regression|date=May 2015}}
[[File:KernelTypes.png|thumb| Two kinds of kernels used with kernel smoothers for nonparametric regression.]]
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