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This term was then applied to human malformed brains lacking or having a substantial reduction in the number of cortical convolutions by homology to the brain of inferior vertebrates [ 55].
It is obvious that the conclusions of Theorem 1.2 are the substantial improvements and extensions of Stein's results in [3] about the Marcinkiewicz integral with convolution kernel, and of Ding's results in [8] about the Marcinkiewicz integral with variable kernels.
This is convolution too.
In convolution, delta is one.
Sliding cell convolution (conmeth=slide) is convolution from first principles.
% "valid" convolution with m to return the cyclical convolution.
Sliding cell convolution is a convolution from first principles.
Two convolution methods are implemented.
This h is the convolution.
Interactively demonstrates 1D continuous convolution and 2D discrete convolution.
OK, so that's convolution.
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