return

Celebratio Mathematica

Mary Ellen Rudin

Bibliography

[1] M. E. Es­till: Con­cern­ing ab­stract spaces. Ph.D. thesis, Uni­versity of Texas at Aus­tin, 1949. Ad­vised by R. L. Moore. A con­densed ver­sion was pub­lished in Duke Math. J. 17:4 (1950). MR 2937954 phdthesis

[2] M. E. Es­till: “Con­cern­ing ab­stract spaces,” Duke Math. J. 17 : 4 (1950), pp. 317–​327. A con­densed ver­sion of the au­thor’s PhD thes­is (1949). MR 42686 Zbl 0039.​39303 article

[3] M. E. Es­till: “Sep­ar­a­tion in non-sep­ar­able spaces,” Duke Math. J. 18 : 3 (1951), pp. 623–​629. MR 42687 Zbl 0044.​19503 article

[4] M. E. Es­till: “A prim­it­ive dis­per­sion set of the plane,” Duke Math. J. 19 : 2 (1952), pp. 323–​328. MR 48796 Zbl 0047.​16402 article

[5] M. E. Es­till: “Con­cern­ing a prob­lem of Souslin’s,” Duke Math. J. 19 : 4 (1952), pp. 629–​639. MR 50878 Zbl 0048.​28401 article

[6] M. E. Rud­in: “Count­able para­com­pact­ness and Souslin’s prob­lem,” Can. J. Math. 7 (February 1955), pp. 543–​547. MR 73155 Zbl 0065.​38002 article

[7] M. E. Rud­in: “A sep­ar­able nor­mal non­para­com­pact space,” Proc. Am. Math. Soc. 7 : 5 (October 1956), pp. 940–​941. MR 81631 Zbl 0072.​17704 article

[8] M. E. Rud­in: “A to­po­lo­gic­al char­ac­ter­iz­a­tion of sets of real num­bers,” Pac. J. Math. 7 : 2 (1957), pp. 1185–​1186. MR 94774 Zbl 0079.​16703 article

[9] M. E. Rud­in: “A sub­set of the count­able or­din­als,” Am. Math. Monthly 64 : 5 (May 1957), pp. 351. MR 85202 Zbl 0109.​24401 article

[10] M. E. Rud­in and V. L. Klee, Jr.: “A note on cer­tain func­tion spaces,” Arch. Math. (Basel) 7 : 6 (1957), pp. 469–​470. MR 88714 Zbl 0077.​16401 article

[11] M. E. Rud­in: “A prop­erty of in­decom­pos­able con­nec­ted sets,” Proc. Am. Math. Soc. 8 : 6 (December 1957), pp. 1152–​1157. MR 91446 Zbl 0081.​16903 article

[12] M. E. Rud­in: “A con­nec­ted sub­set of the plane,” Fund. Math. 46 : 1 (1958), pp. 15–​24. MR 98356 Zbl 0227.​54029 article

[13] M. E. Rud­in: “An un­shellable tri­an­gu­la­tion of a tet­ra­hed­ron,” Bull. Am. Math. Soc. 64 : 3 (May 1958), pp. 90–​91. MR 97055 Zbl 0082.​37602 article

[14] M. E. Rud­in: “Ar­c­wise con­nec­ted sets in the plane,” Duke Math. J. 30 : 3 (1963), pp. 363–​366. MR 151942 Zbl 0131.​38004 article

[15] M. E. Rud­in: “A tech­nique for con­struct­ing ex­amples,” Proc. Am. Math. Soc. 16 : 6 (December 1965), pp. 1320–​1323. MR 188976 Zbl 0141.​20403 article

[16] M. E. Rud­in: “In­ter­val to­po­logy in sub­sets of totally or­der­able spaces,” Trans. Am. Math. Soc. 118 (1965), pp. 376–​389. MR 179751 Zbl 0134.​40802 article

[17] M. E. Rud­in: “Types of ul­tra­fil­ters,” pp. 147–​151 in To­po­logy sem­in­ar (Madis­on, WI, 1965). Edi­ted by R. H. Bing and R. J. Bean. An­nals of Math­em­at­ics Stud­ies 60. Prin­ceton Uni­versity Press, 1966. MR 216451 Zbl 0158.​20104 incollection

[18] M. E. Rud­in: “A new proof that met­ric spaces are para­com­pact,” Proc. Am. Math. Soc. 20 : 2 (February 1969), pp. 603. MR 236876 Zbl 0175.​49702 article

[19] M. E. Rud­in: “Souslin’s con­jec­ture,” Am. Math. Monthly 76 : 10 (December 1969), pp. 1113–​1119. MR 270322 Zbl 0187.​27302 article

[20] M. E. Rud­in: “Com­posants and \( \beta N \),” pp. 117–​119 in Pro­ceed­ings of the Wash­ing­ton State Uni­versity con­fer­ence on gen­er­al to­po­logy (Pull­man, WA, 25–27 March 1970). Edi­ted by R. A. Stol­ten­berg and A. M. Carstens. Wash­ing­ton State Uni­versity (Pull­man, WA), 1970. MR 266162 Zbl 0194.​54703 incollection

[21] M. E. Rud­in: “The box to­po­logy,” pp. 191–​199 in Pro­ceed­ings of the Uni­versity of Hou­s­ton point set to­po­logy con­fer­ence (Hou­s­ton, TX, 22–24 March 1971). Edi­ted by D. R. Traylor. Uni­versity of Hou­s­ton, 1971. MR 407794 Zbl 0271.​54002 incollection

[22] M. E. Rud­in: “Par­tial or­ders on the types in \( \beta N \),” Trans. Am. Math. Soc. 155 : 2 (April 1971), pp. 353–​362. MR 273581 Zbl 0212.​54901 article

[23] M. E. Rud­in: “A nor­mal space \( X \) for which \( X\times I \) is not nor­mal,” Bull. Am. Math. Soc. 77 : 2 (March 1971), pp. 246. An ex­pan­ded ver­sion of this was pub­lished in Fund. Math 73:2 (1971–1972). MR 270328 Zbl 0206.​51601 article

[24] M. E. Rud­in: “Book re­view: ‘Counter­examples in to­po­logy’ by L. A. Steen and J. A. See­bach, Jr.,” Am. Math. Monthly 78 : 7 (August–September 1971), pp. 803–​804. MR 1536430 article

[25] M. E. Rud­in: “A nor­mal space \( X \) for which \( X\times I \) is not nor­mal,” Fund. Math. 73 : 2 (1971–1972), pp. 179–​186. A brief ini­tial ver­sion was pub­lished in Bull. Am. Math. Soc. 77:2 (1971). MR 293583 Zbl 0224.​54019 article

[26] M. E. Rud­in: “A nor­mal hered­it­ar­ily sep­ar­able non-Lindelöf space,” Ill. J. Math. 16 : 4 (1972), pp. 621–​626. MR 309062 Zbl 0241.​54013 article

[27] M. E. Rud­in: “Box products and ex­tremal dis­con­nec­ted­ness,” pp. 274–​283 in Pro­ceed­ings of the Uni­versity of Ok­lahoma to­po­logy con­fer­ence (Nor­man, OK, 23–25 March 1972). Edi­ted by D. C. Kay. Uni­versity of Ok­lahoma (Nor­man, OK), 1972. con­fer­ence ded­ic­ated to Robert Lee Moore. MR 370537 Zbl 0248.​54007 incollection

[28] M. E. Rud­in: “The box product of count­ably many com­pact met­ric spaces,” Gen­er­al To­po­logy Ap­pl. 2 : 4 (December 1972), pp. 293–​298. MR 324619 Zbl 0243.​54015 article

[29] M. E. Rud­in: “The nor­mal­ity of a product with a com­pact factor,” Bull. Am. Math. Soc. 79 : 5 (September 1973), pp. 984–​985. MR 331322 Zbl 0267.​54005 article

[30] M. E. Rud­in: “Two prob­lems,” pp. 221 in Pro­ceed­ings of the in­ter­na­tion­al sym­posi­um on to­po­logy and its ap­plic­a­tions (Budva, Yugoslavia, 25–31 Au­gust 1972). Edi­ted by D. R. Kur­epa. Savez Društava Matem­atičara, Fiz­ičara i As­tro­noma (Bel­grade), 1973. incollection

[31] M. E. Rud­in: “Count­able box products of or­din­als,” Trans. Am. Math. Soc. 192 (1974), pp. 121–​128. MR 340022 Zbl 0289.​02052 article

[32] M. E. Rud­in: “A non-nor­mal hered­it­ar­ily-sep­ar­able space,” Ill. J. Math. 18 : 3 (1974), pp. 481–​483. MR 343235 Zbl 0282.​54010 article

[33] M. E. Rud­in: “Souslin trees and Dowker spaces,” pp. 557–​562 in Top­ics in to­po­logy (Keszthely, Hun­gary, 19–23 June 1972). Edi­ted by Á. Czászár. Col­loquia Math­em­at­ica So­ci­e­tatis János Bolyai 8. North-Hol­land (Am­s­ter­dam), 1974. MR 365483 Zbl 0293.​54041 incollection

[34] M. E. Rud­in and M. Star­bird: “Products with a met­ric factor,” Gen­er­al To­po­logy Ap­pl. 5 : 3 (September 1975), pp. 235–​248. MR 380709 Zbl 0305.​54010 article

[35] P. Er­dős and M. E. Rud­in: “A non-nor­mal box product,” pp. 629–​631 in In­fin­ite and fi­nite sets: Ded­ic­ated to P. Er­dős on his 60th birth­day (Keszthely, Hun­gary, 1973), vol. 2. Edi­ted by A. Hajn­al, R. Rado, and V. T. Sos. Col­loquia Math­em­at­ica So­ci­e­tatis János Bolyai 10. North-Hol­land (Am­s­ter­dam), 1975. MR 394537 Zbl 0328.​54017 incollection

[36] M. E. Rud­in: Lec­tures on set the­or­et­ic to­po­logy (Lara­m­ie, WY, 12–16 Au­gust 1974). CBMS Re­gion­al Con­fer­ence Series in Math­em­at­ics 23. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1975. Re­prin­ted in 1980. MR 367886 Zbl 0318.​54001 book

[37] M. E. Rud­in: “The nor­mal­ity of products,” pp. 81–​84 in Pro­ceed­ings of the In­ter­na­tion­al Con­gress of Math­em­aticians 1974 (Van­couver, BC, 21–29 Au­gust 1974), vol. 2. Edi­ted by R. D. James. Ca­na­dian Math­em­at­ic­al Con­gress (Montreal), 1975. MR 425879 Zbl 0339.​54016 incollection

[38] M. E. Rud­in: “The nor­mal­ity of products with one com­pact factor,” Gen­er­al To­po­logy Ap­pl. 5 : 1 (April 1975), pp. 45–​59. MR 362214 Zbl 0296.​54004 article

[39] M. E. Rud­in: “A sep­ar­able Dowker space,” pp. 125–​132 in To­po­lo­gia in­siemist­ica e gen­erale, gruppi to­po­lo­gici e gruppi di Lie [Set the­or­et­ic and gen­er­al to­po­logy, to­po­lo­gic­al groups and Lie groups] (Rome, 8–13 March 1973 and 22–25 Janu­ary 1974). Sym­po­sia Math­em­at­ica 16. Aca­dem­ic Press (New York), 1975. MR 415584 Zbl 0317.​54046 incollection

[40] M. E. Rud­in: “The met­riz­ab­il­ity of nor­mal Moore spaces,” pp. 507–​516 in Stud­ies in to­po­logy (Char­lotte, NC, 14–16 March 1974). Edi­ted by N. M. Stav­rakas and K. R. Al­len. Aca­dem­ic Press (New York), 1975. MR 358711 Zbl 0307.​54028 incollection

[41] M. E. Rud­in and P. Zen­or: “A per­fectly nor­mal non­met­riz­able man­i­fold,” Hou­s­ton J. Math. 2 : 1 (1976), pp. 129–​134. MR 394560 Zbl 0315.​54028 article

[42] I. Juhász, K. Kun­en, and M. E. Rud­in: “Two more hered­it­ar­ily sep­ar­able non-Lindelöf spaces,” Can. J. Math. 28 : 5 (October 1976), pp. 998–​1005. MR 428245 Zbl 0336.​54040 article

[43] M. E. Rud­in and M. Star­bird: “Some ex­amples of nor­mal Moore spaces,” Can. J. Math. 29 : 1 (February 1977), pp. 84–​92. MR 448311 Zbl 0341.​54038 article

[44] Y. Benyamini, M. E. Rud­in, and M. Wage: “Con­tinu­ous im­ages of weakly com­pact sub­sets of Banach spaces,” Pac. J. Math. 70 : 2 (1977), pp. 309–​324. MR 625889 Zbl 0374.​46011 article

[45]J. M. Aarts and E. Lowen-Cole­bunders: “On an ex­ample of Mary El­len (Es­till) Rud­in,” pp. 18–​20 in Gen­er­al to­po­logy and its re­la­tions to mod­ern ana­lys­is and al­gebra, IV (Prague, 1976), part B. Soc. Czechoslov­ak Math­em­aticians and Phys­i­cists (Prague), 1977. MR 0461452 Zbl 0383.​54020

[46] M. E. Rud­in: “A nar­row view of set the­or­et­ic to­po­logy,” pp. 190–​195 in Gen­er­al to­po­logy and its re­la­tions to mod­ern ana­lys­is and al­gebra, IV (Prague, Au­gust 1976), part A: In­vited pa­pers. Edi­ted by J. Novák. Lec­ture Notes in Math­em­at­ics 609. Spring­er (Ber­lin), 1977. Pro­ceed­ings of the fourth Prague to­po­lo­gic­al sym­posi­um, 1976. MR 493931 Zbl 0367.​54001 incollection

[47] M. E. Rud­in: “Mar­tin’s ax­iom,” pp. 491–​501 in Hand­book of math­em­at­ic­al lo­gic, part B: Set the­ory. Edi­ted by J. Bar­wise. Stud­ies in Lo­gic and Found­a­tions of Math­em­at­ics 90. North-Hol­land (Am­s­ter­dam), 1977. MR 540758 incollection

[48] E. A. Mi­chael and M. E. Rud­in: “A note on Eber­lein com­pacts,” Pac. J. Math. 72 : 2 (1977), pp. 487–​495. MR 478092 Zbl 0345.​54020 article

[49] E. Mi­chael and M. E. Rud­in: “An­oth­er note on Eber­lein com­pacts,” Pac. J. Math. 72 : 2 (1977), pp. 497–​499. MR 478093 Zbl 0344.​54018 article

[50] M. E. Rud­in: “\( \aleph \)-Dowker spaces,” Czechoslov­ak Math. J. 28 : 2 (1978), pp. 324–​326. MR 478098 Zbl 0383.​54012 article

[51] S. She­lah and M. E. Rud­in: “Un­ordered types of ul­tra­fil­ters,” To­po­logy Proc. 3 : 1 (1978), pp. 199–​204. MR 540490 Zbl 0431.​03033 article

[52] M. E. Rud­in: “Book re­views: C. O. Christen­son and W. L. Vox­man,‘As­pects of to­po­logy’ and G. L. Naber, ‘Sset-the­or­et­ic to­po­logy: With em­phas­is on prob­lems from the the­ory of cov­er­ings, zero di­men­sion­al­ity, and car­din­al in­vari­ants’,” Bull. Am. Math. Soc. 84 : 2 (March 1978), pp. 271–​272. MR 1567046 article

[53] M. E. Rud­in: “The un­de­cid­ab­il­ity of the ex­ist­ence of a per­fectly nor­mal non­met­riz­able man­i­fold,” Hou­s­ton J. Math. 5 : 2 (1979), pp. 249–​252. MR 546759 Zbl 0418.​03036 article

[54] M. E. Rud­in: “Hered­it­ary nor­mal­ity and Souslin lines,” Gen­er­al To­po­logy Ap­pl. 10 : 1 (February 1979), pp. 103–​105. MR 519717 Zbl 0405.​54017 article

[55] M. E. Rud­in: “Pix­ley–Roy and the Souslin line,” Proc. Am. Math. Soc. 74 : 1 (1979), pp. 128–​134. MR 521886 Zbl 0414.​54003 article

[56] L. Smail: In­ter­view with Mary El­len Rud­in, 1979. Uni­versity of Wis­con­sin at Madis­on, on­line MP3 au­dio, three parts. misc

[57] M. E. Rud­in: “\( S \) and \( L \) spaces,” pp. 431–​444 in Sur­veys in gen­er­al to­po­logy. Edi­ted by G. M. Reed. Aca­dem­ic Press (New York), 1980. MR 564109 Zbl 0457.​54015 incollection

[58] M. E. Rud­in: Lec­tures on set the­or­et­ic to­po­logy (Lara­m­ie, WY, 12–16 Au­gust 1974), Re­prin­ted edition. CBMS Re­gion­al Con­fer­ence Series in Math­em­at­ics 23. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1980. Re­print of 1975 ori­gin­al. Zbl 0472.​54001 book

[59] M. E. Rud­in: “Dir­ec­ted sets which con­verge,” pp. 305–​307 in Gen­er­al to­po­logy and mod­ern ana­lys­is (River­side, CA, 28–31 May 1980). Edi­ted by L. F. McAuley and M. M. Rao. Aca­dem­ic Press (New York), 1981. MR 619055 Zbl 0457.​04007 incollection

[60] M. E. Rud­in and S. Wat­son: “Count­able products of scattered para­com­pact spaces,” Proc. Am. Math. Soc. 89 : 3 (1983), pp. 551–​552. MR 715885 Zbl 0518.​54021 article

[61] M. E. Rud­in: “The shrink­ing prop­erty,” Can. Math. Bull. 26 : 4 (1983), pp. 385–​388. MR 716576 Zbl 0536.​54013 article

[62] M. E. Rud­in: “Col­lec­tion­wise nor­mal­ity in screen­able spaces,” Proc. Am. Math. Soc. 87 : 2 (1983), pp. 347–​350. MR 681846 Zbl 0502.​54018 article

[63] M. E. Rud­in: “Dowker’s set the­ory ques­tion,” Quest. An­swers Gen. To­po­logy 1 : 2 (1983), pp. 75–​76. MR 722085 Zbl 0536.​54003 article

[64] M. E. Rud­in: “Ya­sui’s ques­tions,” Quest. An­swers Gen. To­po­logy 1 : 2 (1983), pp. 122–​127. MR 722092 article

[65] M. E. Rud­in: “A nor­mal screen­able non-para­com­pact space,” To­po­logy Ap­pl. 15 : 3 (May 1983), pp. 313–​322. MR 694550 Zbl 0516.​54004 article

[66] M. E. Rud­in: “Dowker spaces,” pp. 761–​780 in Hand­book of set-the­or­et­ic to­po­logy. Edi­ted by K. Kun­en and J. E. Vaughan. North-Hol­land (Am­s­ter­dam), 1984. MR 776636 Zbl 0554.​54005 incollection

[67] M. E. Rud­in: “Two prob­lems of Dowker,” Proc. Am. Math. Soc. 91 : 1 (1984), pp. 155–​158. MR 735583 Zbl 0554.​54006 article

[68] A. Jack­son: “Mary El­len Rud­in” in Pro­files of wo­men in math­em­at­ics: The Emmy No­eth­er Lec­tures. As­so­ci­ation for Wo­men in Math­em­at­ics (Col­lege Park, MD), 1984. incollection

[69] M. E. Rud­in: “\( \kappa \)-Dowker spaces,” pp. 175–​193 in As­pects of to­po­logy: In memory of Hugh Dowker 1912–1982. Edi­ted by I. M. James and E. H. Kron­heimer. Lon­don Math­em­at­ic­al So­ci­ety Lec­ture Note Series 93. Cam­bridge Uni­versity Press, 1985. MR 787828 Zbl 0566.​54009 incollection

[70] A. Bešla­gić and M. E. Rud­in: “Set-the­or­et­ic con­struc­tions of non­shrink­ing open cov­ers,” To­po­logy Ap­pl. 20 : 2 (August 1985), pp. 167–​177. MR 800847 Zbl 0574.​54020 article

[71] P. J. Collins, G. M. Reed, A. W. Ro­s­coe, and M. E. Rud­in: “A lat­tice of con­di­tions on to­po­lo­gic­al spaces,” Proc. Am. Math. Soc. 94 : 3 (1985), pp. 487–​496. MR 787900 Zbl 0562.​54043 article

[72] K. Chiba, T. C. Przymusiński, and M. E. Rud­in: “Nor­mal­ity of product spaces and Mor­ita’s con­jec­tures,” To­po­logy Ap­pl. 22 : 1 (February 1986), pp. 19–​32. MR 831178 Zbl 0575.​54007 article

[73] R. Mc­Cro­s­key Karr, J. Rezaie, and J. E. Wilson: “Mary El­len Rud­in (1924–),” pp. 190–​192 in Wo­men of math­em­at­ics: A bib­li­o­graph­ic­al source­book. Edi­ted by L. S. Grinstein and P. J. Camp­bell. Green­wood Press (West­port, CT), 1987. MR 911515 incollection

[74] D. J. Al­bers and C. Re­id: “An in­ter­view with Mary El­len Rud­in,” Col­lege Math. J. 19 : 2 (March 1988), pp. 114–​137. MR 944786 Zbl 0995.​01519 article

[75] M. E. Rud­in: “A few to­po­lo­gic­al prob­lems,” Com­ment­at. Math. Univ. Car­ol. 29 : 4 (1988), pp. 743–​746. Ded­ic­ated to Pro­fess­or M. Kat­etov on his sev­en­ti­eth birth­day. MR 982794 Zbl 0688.​54003 article

[76] M. E. Rud­in: “A non­met­riz­able man­i­fold from \( \lozenge^+ \),” pp. 105–​112 in Spe­cial is­sue on set-the­or­et­ic to­po­logy (York, ON, 9 Feb­ru­ary 1985), published as To­po­logy Ap­pl. 28 : 2. Issue edi­ted by F. D. Tall. El­sevi­er (Am­s­ter­dam), March 1988. MR 932975 Zbl 0637.​54004 incollection

[77] M. E. Rud­in: “Count­able point sep­ar­at­ing open cov­ers for man­i­folds,” Hou­s­ton J. Math. 15 : 2 (1989), pp. 255–​266. MR 1022067 Zbl 0719.​54040 article

[78] M. E. Rud­in: “Two non­met­riz­able man­i­folds,” To­po­logy Ap­pl. 35 : 2–​3 (June 1990), pp. 137–​152. MR 1058794 Zbl 0708.​54012 article

[79] M. E. Rud­in: “Some con­jec­tures,” Chapter 10, pp. 184–​193 in Open prob­lems in to­po­logy. Edi­ted by J. van Mill and G. M. Reed. North-Hol­land (Am­s­ter­dam), 1990. MR 1078646 incollection

[80]Mary El­len Rud­in,” pp. 282–​302 in More math­em­at­ic­al people :Con­tem­por­ary con­ver­sa­tions. Edi­ted by D. J. Al­bers, G. L. Al­ex­an­der­son, and C. Re­id. Aca­dem­ic Press (San Diego, CA), 1990. incollection

[81] Z. Ba­logh, S. W. Dav­is, A. Dow, G. Gru­en­hage, P. J. Nyikos, M. E. Rud­in, F. D. Tall, and S. Wat­son: “New clas­sic prob­lems,” To­pol. Proc. 15 (1990), pp. 201–​220. San Mar­cos, TX, 5–7 April 1990. Zbl 0779.​54001 article

[82] Z. Ba­logh and M. E. Rud­in: “Mono­tone nor­mal­ity,” To­po­logy Ap­pl. 47 : 2 (November 1992), pp. 115–​127. MR 1193194 Zbl 0769.​54022 article

[83] M. Star­bird: “Mary El­len Rud­in as ad­visor and geo­met­er,” pp. 114–​118 in The work of Mary El­len Rud­in (Madis­on, WI, 26–29 June 1991). Edi­ted by F. D. Tall. An­nals of the New York Academy of Sci­ences 705. New York Academy of Sci­ences, 1993. Pa­pers from the sum­mer con­fer­ence on gen­er­al to­po­logy and ap­plic­a­tions. MR 1277884 Zbl 0814.​01016 incollection

[84] F. B. Jones: “Some glimpses of the early years,” pp. xi–​xii in The work of Mary El­len Rud­in (Madis­on, WI, 26–29 June 1991). Edi­ted by F. D. Tall. An­nals of the New York Academy of Sci­ences 705. New York Academy of Sci­ences, 1993. Pa­pers from the sum­mer con­fer­ence on gen­er­al to­po­logy and ap­plic­a­tions. MR 1277877 incollection

[85] N. Frank, F. D. Tall, R. Kop­per­man, P. Nyikos, and M. E. Rud­in: “Re­min­is­cences of Bor­is Sha­pirovskiĭ,” pp. xiii–​xxi in Pa­pers on gen­er­al to­po­logy and ap­plic­a­tions: Sev­enth sum­mer con­fer­ence at the Uni­versity of Wis­con­sin (Madis­on, WI, 26–29 June 1991). Edi­ted by S. An­dima, R. Kop­per­man, P. R. Misra, M. E. Rud­in, and A. R. Todd. An­nals of the New York Academy of Sci­ences 704. New York Academy of Sci­ences, 1993. MR 1277836 Zbl 0807.​01031 incollection

[86] Pa­pers on gen­er­al to­po­logy and ap­plic­a­tions: Sev­enth sum­mer con­fer­ence at the Uni­versity of Wis­con­sin (Madis­on, WI, 26–29 June 1991). Edi­ted by S. An­dima, R. Kop­per­man, P. R. Misra, M. E. Rud­in, and A. R. Todd. An­nals of the New York Academy of Sci­ences 704. New York Academy of Sci­ences, 1993. MR 1277835 Zbl 0801.​00034 book

[87] The work of Mary El­len Rud­in (Madis­on, WI, 26–29 June 1991). Edi­ted by F. D. Tall. An­nals of the New York Academy of Sci­ences 705. New York Academy of Sci­ences, 1993. Pa­pers from the sum­mer con­fer­ence on gen­er­al to­po­logy and ap­plic­a­tions. MR 1277876 Zbl 0801.​00017 book

[88] M. E. Rud­in: “A cyc­lic mono­ton­ic­ally nor­mal space which is not \( K_0 \),” Proc. Am. Math. Soc. 119 : 1 (September 1993), pp. 303–​307. MR 1185281 Zbl 0789.​54027 article

[89] F. D. Tall: “The work of Mary El­len Rud­in,” pp. 1–​16 in The work of Mary El­len Rud­in (Madis­on, WI, 26–29 June 1991). Edi­ted by F. D. Tall. An­nals of the New York Academy of Sci­ences 705. New York Academy of Sci­ences, 1993. Pa­pers from the sum­mer con­fer­ence on gen­er­al to­po­logy and ap­plic­a­tions. MR 1277878 Zbl 0837.​54002 incollection

[90] P. J. Nyikos: “Mary El­len Rud­in’s con­tri­bu­tions to the the­ory of non­met­riz­able man­i­folds,” pp. 92–​113 in The work of Mary El­len Rud­in (Madis­on, WI, 26–29 June 1991). Edi­ted by F. D. Tall. An­nals of the New York Academy of Sci­ences 705. New York Academy of Sci­ences, 1993. Pa­pers from the sum­mer con­fer­ence on gen­er­al to­po­logy and ap­plic­a­tions. MR 1277883 Zbl 0894.​54003 incollection

[91] S. Wat­son: “Mary El­len Rud­in’s early work on Suslin spaces,” pp. 168–​182 in The work of Mary El­len Rud­in (Madis­on, WI, 26–29 June 1991). Edi­ted by F. D. Tall. An­nals of the New York Academy of Sci­ences 705. New York Academy of Sci­ences, 1993. Pa­pers from the sum­mer con­fer­ence on gen­er­al to­po­logy and ap­plic­a­tions. MR 1277887 Zbl 0849.​54025 incollection

[92] J. Roit­man: “Con­fer­ence in hon­or of Mary El­len Rud­in,” pp. ix–​x in The work of Mary El­len Rud­in (Madis­on, WI, 26–29 June 1991). Edi­ted by F. D. Tall. An­nals of the New York Academy of Sci­ences 705. New York Academy of Sci­ences, 1993. Pa­pers from the sum­mer con­fer­ence on gen­er­al to­po­logy and ap­plic­a­tions. incollection

[93] M. E. Rud­in and W. Rud­in: “Con­tinu­ous func­tions that are loc­ally con­stant on dense sets,” J. Funct. Anal. 133 : 1 (October 1995), pp. 129–​137. MR 1351645 Zbl 0916.​46019 article

[94] M. E. Rud­in: “A bicon­nec­ted set in the plane,” To­po­logy Ap­pl. 66 : 1 (1995), pp. 41–​48. MR 1357873 Zbl 0831.​54003 article

[95] M. E. Rud­in: “Mono­tone nor­mal­ity and com­pact­ness,” pp. 199–​205 in Pro­ceed­ings of the in­ter­na­tion­al con­fer­ence on set-the­or­et­ic to­po­logy and its ap­plic­a­tions (Mat­suyama, Ja­pan, 12–16 Decem­ber 1994), published as To­po­logy Ap­pl. 74 : 1–​3. Issue edi­ted by T. Nogura. El­sevi­er (Am­s­ter­dam), December 1996. MR 1425938 Zbl 0874.​54004 incollection

[96] M. E. Rud­in: “The early work of F. B. Jones,” pp. 85–​96 in Hand­book of the his­tory of gen­er­al to­po­logy, vol. 1. Edi­ted by C. E. Aull and R. Lowen. Kluwer Aca­dem­ic (Dordrecht), 1997. Based on a lec­ture giv­en at UC-River­side in May 1992 and at an AMS meet­ing in San Ant­o­nio, Janu­ary 1993. MR 1617573 Zbl 0954.​54001 incollection

[97] S. Pur­isch and M. E. Rud­in: “Products with lin­ear and count­able type factors,” Proc. Am. Math. Soc. 125 : 6 (1997), pp. 1823–​1830. MR 1415363 Zbl 0917.​54012 article

[98] M. E. Rud­in, I. S. Stares, and J. E. Vaughan: “From count­able com­pact­ness to ab­so­lute count­able com­pact­ness,” Proc. Am. Math. Soc. 125 : 3 (March 1997), pp. 927–​934. MR 1415367 Zbl 0984.​54027 article

[99] M. E. Rud­in: “Zero di­men­sion­al­ity and mono­tone nor­mal­ity.” Edi­ted by M. Hušek. To­po­logy Ap­pl. 85 : 1–​3 (1998), pp. 319–​333. MR 1617471 Zbl 0983.​54007 article

[100] M. E. Rud­in: “Com­pact, sep­ar­able, lin­early ordered spaces,” pp. 397–​419 in Spe­cial volume in memory of Kiiti Mor­ita, published as To­po­logy Ap­pl. 82 : 1–​3. Issue edi­ted by J.-i. Nagata, A. Ok­uyama, and T. Hosh­ina. El­sevi­er (Am­s­ter­dam), January 1998. MR 1602448 Zbl 0889.​54014 incollection

[101] M. E. Rud­in: “Nikiel’s con­jec­ture,” To­po­logy Ap­pl. 116 : 3 (December 2001), pp. 305–​331. MR 1857669 Zbl 0988.​54022 article

[102] M. E. Rud­in: “Hered­it­ar­ily para­com­pact and com­pact mono­ton­ic­ally nor­mal spaces,” pp. 179–​189 in In­ter­na­tion­al school of math­em­at­ics “G. Stam­pac­chia”: Con­ver­gence and to­po­logy (Erice, Si­cily, 27 June–2 Ju­ly 1998), published as To­po­logy Ap­pl. 111 : 1–​2. Issue edi­ted by P. Collins, S. Dolecki, and G. Tironi. 2001. MR 1806038 Zbl 0983.​54021 incollection

[103] M. E. Rud­in: “To­po­logy in the 20th cen­tury,” pp. 565–​568 in Re­cent pro­gress in gen­er­al to­po­logy, II (Prague, 19–25 Au­gust 2001). Edi­ted by M. Hušek and J. van Mill. North-Hol­land (Am­s­ter­dam), 2002. MR 1970207 Zbl 1023.​54001 incollection

[104] H. Ben­nett, D. Lutzer, and M. E. Rud­in: “Lines, trees, and branch spaces,” Or­der 19 : 4 (2002), pp. 367–​384. MR 1964446 Zbl 1025.​54016 article

[105] M. E. Rud­in: “A math­em­at­ic­al friend­ship.” Edi­ted by D. Re­povs and P. V. Se­men­ov. To­po­logy Ap­pl. 155 : 8 (April 2008), pp. 752–​753. MR 2406379 Zbl 1137.​01325 article

[106] M. E. Rud­in: “Peter and Mike.” Edi­ted by C. Good, R. Knight, and B. Raines. To­po­logy Ap­pl. 156 : 11 (June 2009), pp. 1885. MR 2536168 Zbl 1165.​01323 article

[107] M. E. Rud­in: “Ken Kun­en, a math­em­atician’s math­em­atician.” Edi­ted by J. Hart. To­po­logy Ap­pl. 158 : 18 (December 2011), pp. 2444. MR 2847312 article

[108] A. W. Miller: On the re­search of Mary El­len Rud­in, 2013. Two page doc­u­ment, on­line only. misc

[109] Spe­cial is­sue hon­or­ing the memory of Mary El­len Rud­in, published as To­po­logy Ap­pl. 195. Issue edi­ted by G. Gru­en­hage and P. Nyikos. El­sevi­er (Am­s­ter­dam), November 2015. book

[110] G. Ben­k­art, M. Dža­monja, J. Roit­man, I. Juhász, W. Fleiss­ner, F. Tall, P. Nyikos, K. Kun­en, and A. Miller: “Memor­ies of Mary El­len Rud­in,” No­tices Am. Math. Soc. 62 : 6 (2015), pp. 617–​629. Co­ordin­at­ing ed­it­ors were Geor­gia Ben­k­art, Mirna Dža­monja and Ju­dith Roit­man. MR 3362445 Zbl 1338.​01028 article

[111] G. Gru­en­hage, P. Nyikos, I. Juhász, B. Fleiss­ner, J. Hart, A. Os­taszewski, S. Mardešić, J. van Mill, J. Vaughan, F. Tall, and K. Yamaza­ki: “Mary El­len Rud­in — re­mem­brances,” pp. 3–​14 in Spe­cial is­sue hon­or­ing the memory of Mary El­len Rud­in, published as To­po­logy Ap­pl. 195. Issue edi­ted by G. Gru­en­hage and P. Nyikos. El­sevi­er (Am­s­ter­dam), November 2015. Gary Gru­en­hage and Peter Nyikos were co­ordin­at­ing ed­it­ors. MR 3414870 Zbl 1326.​54005 incollection

[112] G. Gru­en­hage and P. Nyikos: “Mary El­len’s con­jec­tures,” pp. 15–​25 in Spe­cial is­sue hon­or­ing the memory of Mary El­len Rud­in, published as To­po­logy Ap­pl. 195. Issue edi­ted by G. Gru­en­hage and P. Nyikos. El­sevi­er (Am­s­ter­dam), November 2015. MR 3414871 incollection

[113] H. Ben­nett and D. Lutzer: “Mary El­len Rud­in and mono­tone nor­mal­ity,” pp. 50–​62 in Spe­cial is­sue hon­or­ing the memory of Mary El­len Rud­in, published as To­po­logy Ap­pl. 195. Issue edi­ted by G. Gru­en­hage and P. Nyikos. El­sevi­er (Am­s­ter­dam), November 2015. MR 3414874 Zbl 1327.​54003 incollection