Subject: Re: two short questions From: "E.Ossa" Date: Mon, 22 Jan 2007 10:56:33 +0100 In answer to Tony Elmendorf's question: It is shown in H. Stone: Compact and compact Hausdorff in: Aspects of Topology, p.315-324 London Math. Soc. Lecture Note Ser., 93 that there is a compact T1-space which is not the continuous image of a compact T2-space. Erich Ossa > > Subject: Point set question > From: "Anthony Elmendorf" > Date: Wed, 17 Jan 2007 14:50:01 -0600 > > I know it's a point set question, not an algebraic topology question, > but someone on this list MUST know the answer: > > Is every compact space the continuous image of a compact Hausdorff > space? > >