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ALMOST P-SPACES
In this paper, we have characterizations of almost P-spaces which are analogous characterizations of P-spaces and we will show that if X is an almost P-space such that it is <TEX>$C^{*}-embedded$</TEX> in every almost P-space in which X is embedded, then <TEX>$<TEX>$\mid$</TEX>{\upsilon}X-X<TEX>$\mid$</TEX>{\leq}1$</TEX> and that if <TEX>$<TEX>$\mid$</TEX>{\upsilon}X-X<TEX>$\mid$</TEX>{\leq}1$</TEX> and <TEX>${\upsilon}X$</TEX> is Lindelof, …