un Deti (Willard, P124) A cpt space & is maximal compact it! larger bopo. I is non cpt. o provel Aopt space ind i maximal opt El every opt subset is chard @ Every cpt To-space is maximal Every maximal cpt. space is I T, cpt & Page 126 Willard i D Every countably op kis pseudo opta In Tychonell space. I the felewing are equivalent: a) Xi pseudo cpt. b) Ilu, 2 2 is a decreasing seq. of non empty open sets ind, than Otd every countable open cover of t has a finite subcollection whose closure covers X e 3) A pseudo ept T-space is countably ept. un Deti (Willard, P124) A cpt space & is maximal compact it! larger bopo. I is non cpt. o provel Aopt space ind i maximal opt El every opt subset is chard @ Every cpt To-space is maximal Every maximal cpt. space is I T, cpt & Page 126 Willard i D Every countably op kis pseudo opta In Tychonell space. I the felewing are equivalent: a) Xi pseudo cpt. b) Ilu, 2 2 is a decreasing seq. of non empty open sets ind, than Otd every countable open cover of t has a finite subcollection whose closure covers X e 3) A pseudo ept T-space is countably ept