Porter: [theta]-closed subsets of Hausdorff spaces
, Pacific J.
Twenty-three papers are included, with titles that include the comparison of a Kantorovich-type and Moore theorems, related fixed point theorems for mappings and set valued mappings on two metric spaces, and some fixed point theorems in compact Hausdorff spaces
A vector lattice representation theorem and a characterization of locally compact Hausdorff spaces, J.
A topological vector lattice (E,[tau]) is homeomorphic and lattice isomorphic to a dense subspace V of (C(Y),k) for some locally compact Hausdorff space Y such that V [intersection] [C.
Joseph, On if-closed and Minimal Hausdorff Spaces, Proc.
Further Thompson  proved that a Hausdorff space Y is nearly compact if and only if for every topological space X, each mapping of X into Y with an r-closed graph is almost continuous.
Balachandran, On Generalized S--closed sets and Almost weakly Hausdorff spaces
, Topology Atlas preprint #213.