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@inproceedings{WAYMENT2010IntegralRF, title={Integral Representations for Continuous Linear Operators in the Setting of Convex Topological Vector Spaces}, author={S. G. WAYMENT}, year={2010} }

- Published 2010

Suppose X and Y are locally convex Hausdorff spaces, H is arbitrary and S is a ring of subsets of H. The authors prove the analog of the theorem stated in [Abstract 672-372, Notices Amer. Math. Soc. 17 (1970), 188] in this setting. A theory of extended integration on function spaces with Lebesgue and non-Lebesgue type convex topologies is then developed. As… CONTINUE READING

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