@l $f $$c ,,ref];es $p ,7#a7' ;,w4 ;,g4 ,fleissn]1 8,a space )a @m .s-_ @l
loc,y c.ta# base10 ,ohio ,univ]s;y ,topology ,3f];e1 #aigi4 $p ,7#b7' ;,w4
;,g4 ,fleissn] & ;,g4 ;,m4 ,re$1 8,p>a-,l9del( spaces & spaces )a @m .s-_
@l loc,y c.ta# base10 ,top4 ,proc41 #b 7#aigi71 pp #hi-aaj4 $p ,7#c7' ;,m4
;,e4 ,rud91 $$ub ,lectures 9 ,set ,!oretic ,topology $$uf 7,regional
,3f];e ,s]ies 9 ,ma!matics1 .##bc71 ,am]ican ,ma!matical ,society1
,provid;e1 #aige4 $p ,7#d7' ;,c4 ,mills1 8,/afull sets10 ,univ]s;y (
,wiscons9-,madison ,weekly ,g5]al ,topology ,sem9>1 #aihj4 $p ,7#e7' ;,d4
;,k4 ,burke1 8,ref9e;ts ( loc,y c.ta# collec;ns10 ,top4 ,proc41 #d
7#aigi71 pp #ai-bg4 $p ,7#f7' ;,p4 ;,j4 ,nyikos1 8,a survey ( two pro#ms10
,top4 ,proc1 #c 7#aigh71 pp #dfa-dga4 $p ,7#g7' ;,f4 ;,b4 ,j"os1
8,h]$it>ily sep>a#1 non-completely regul> spaces10 ,virg9ia ,polyte*nic
,9/itute & ,/ate ,univ]s;y ,topology ,3f];e1 #aigc4 $p ,7#h7' ;,e4
,mi*ael1 8,ano!r note on p>acompact spaces10 ,proc4 ,am]4 ,ma?4 ,soc41 #h
7#aieg71 pp #hbb-hbh4 $p ,7#i7' ;,d4 ;,p4 ,pal5z1 8,p>acompact;s 9
monotonic,y normal spaces10 ,ph4,d4 ,!sis1 ,univ]s;y ( ,wiscons9-,madison1
#aihj1 6appe>4 $p ,7#aj7' ;,v4 ;,v4 ,f$orcuk1 8,ord]$ sets &! product (
topological spaces0 7,russian71 ,vestnik ,mos4 #ba 7#d7 7#aiff71 pp
#ff-ga2 ref];ed "? ,7#b7'1 op4 cit4 $p ,7#aa7' ;,l4 ,/e5 & ;,a4 ,seeba*1
,jr41 $$ub ,c.t]examples 9 ,topology1 $$uf ,holt1 ,r9eh>t & ,w9/on1 ,new
,york1 #aigj4 $p ,7#ab7' ;,s4 ,will>d1 $$ub ,g5]al ,topology1 $$uf
,a4ison-,wesley1 ,r1d+1 ,massa*usetts1 #aigj4 $p ,7#ac7' ;,k4 ;,r4 ,kun51
,set ,!ory1 ,/udies 9 ,logic1 ,vol4 #ajb1 ,nor? ,holl& ,press1 ,new ,york1
#aihj4 $p ,7#ad7' ;,f4 ,tall1 8,set !oretic 3si/5cy results & topological
!orems 3c]n+ ! normal ,moore spce 3jecture & relat$ pro#ms10 ,4s]t,nes
,ma!maticae1 ,,cxlvii 7#aigg71 ,w>saw1 ,pol&4