A Note on Error Bounds for Approximation in Inner Product Spaces

[Ajit Dingankar]

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URL:
ftp://archive.cis.ohio-state.edu/pub/neuroprose/dingankar.error-bounds.ps.Z

BiBTeX entry:
@ARTICLE{atd15,
	AUTHOR		= "Dingankar, A. T. and Sandberg, I. W.",
	TITLE		= "{A Note on Error Bounds for Approximation
		  in Inner Product Spaces}",
	JOURNAL		= "Circuits, Systems and Signal Processing",
	VOLUME		= {},
	NUMBER		= {},
	PAGES		= {},
	YEAR		= {1996},
	}

    A Note on Error Bounds for Approximation in Inner Product Spaces
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				ABSTRACT
In a recent paper a method is described for constructing certain
approximations to a general element in the closure of the convex hull
of a subset of an inner product space.  This is of interest in
connection with neural networks.  Here we give an algorithm that
generates simpler approximants with somewhat less computational cost.