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Celebratio Mathematica

Dusa McDuff

This Honoree is in Preparation. Elements may be Missing or Nonfunctional.

Complete Bibliography

[1] D. Mc­Duff: “A count­able in­fin­ity of \( \mathrm{II}_1 \) factors,” Ann. Math. (2) 90 : 2 (September 1969), pp. 361–​371. This formed part of the au­thor’s 1970 PhD thes­is. MR 0256183 Zbl 0184.​16901 article

[2] D. Mc­Duff: “Un­count­ably many \( \mathrm{II}_1 \) factors,” Ann. Math. (2) 90 : 2 (September 1969), pp. 372–​377. This formed part of the au­thor’s 1970 PhD thes­is. MR 0259625 Zbl 0184.​16902 article

[3] È. H’juit and D. Mak­duf: “Cer­tain patho­lo­gic­al max­im­al ideals in the meas­ure al­gebra of a com­pact group,” Dokl. Akad. Nauk SSSR 191 (1970), pp. 1241–​1243. In Rus­si­an; Eng­lish ver­sion in Sov. Math., Dokl. 11 (1970), 546–548.. MR 0257760 article

[4] È. H’juitt and D. Mak­duff: “Some patho­lo­gic­al max­im­al ideals in al­geb­ras of op­er­at­ors and al­geb­ras of meas­ures on groups,” Mat. Sb. (N.S.) 83 (125) (1970), pp. 527–​546. In Rus­si­an; Eng­lish ver­sion in Math. USSR, Sb. 12:4 (1970), 525–541. MR 0273420 Zbl 0206.​42603 article

[5] D. Mc­Duff: “Cent­ral se­quences and the hy­per­fin­ite factor,” Proc. Lon­don Math. Soc. (3) 21 : 3 (1970), pp. 443–​461. MR 0281018 Zbl 0204.​14902 article

[6] D. Mak­duff: “The struc­ture of \( \mathrm{II}_1 \)-factors,” Us­pehi Mat. Nauk 25 : 6(156) (1970), pp. 29–​51. In Rus­si­an; Eng­lish ver­sion in Russ. Math. Surv. 25:6 (1970), 29–50. This is a ver­sion of the au­thor’s 1970 PhD thes­is. MR 0306935 Zbl 0205.​13802 article

[7] M. D. Wad­ding­ton: On the struc­ture of \( \mathrm{II}_1 \) factors. Ph.D. thesis, Cam­bridge Uni­versity, 1970. Ad­vised by G. A. Re­id. A ver­sion was re­prin­ted in Us­pehi Mat. Nauk 25:6(156) (1970). Earli­er it was pub­lished in two parts in Ann. Math. 90:2 (1969) and Ann. Math. 90:2 (1969). phdthesis

[8] D. Mc­Duff: “On re­sid­ual se­quences in a \( \mathrm{II}_1 \) factor,” J. Lon­don Math. Soc. (2) 3 (1971), pp. 273–​280. MR 0279597 Zbl 0208.​38302 article

[9] D. Mc­Duff: “Con­fig­ur­a­tion spaces of pos­it­ive and neg­at­ive particles,” To­po­logy 14 : 1 (March 1975), pp. 91–​107. MR 0358766 Zbl 0296.​57001 article

[10] D. Mc­Duff and G. Segal: “Ho­mo­logy fibra­tions and the ‘group-com­ple­tion’ the­or­em,” In­vent. Math. 31 : 3 (1976), pp. 279–​284. MR 0402733 Zbl 0306.​55020 article

[11] D. Mc­Duff: “Con­fig­ur­a­tion spaces,” pp. 88–​95 in K-the­ory and op­er­at­or al­geb­ras (Athens, GA, 21–25 April 1975). Edi­ted by B. B. Mor­rel and I. M. Sing­er. Lec­ture Notes in Math­em­at­ics 575. Spring­er (Ber­lin), 1977. MR 0467734 Zbl 0352.​55016 incollection

[12] D. Mc­Duff: “The lat­tice of nor­mal sub­groups of the group of dif­feo­morph­isms or homeo­morph­isms of an open man­i­fold,” J. Lon­don Math. Soc. (2) 18 : 2 (1978), pp. 353–​364. MR 509952 article

[13] D. Mc­Duff: “Fo­li­ations and mon­oids of em­bed­dings,” pp. 429–​444 in Geo­met­ric to­po­logy (Athens, GA, 1–12 Au­gust 1977). Edi­ted by J. C. Cantrell. Aca­dem­ic Press (New York), 1979. MR 537744 Zbl 0473.​57016 incollection

[14] D. Mc­Duff: “On the clas­si­fy­ing spaces of dis­crete mon­oids,” To­po­logy 18 : 4 (1979), pp. 313–​320. MR 551013 Zbl 0429.​55009 article

[15] D. Mc­Duff: “The ho­mo­logy of some groups of dif­feo­morph­isms,” Com­ment. Math. Helv. 55 : 1 (1980), pp. 97–​129. MR 569248 Zbl 0448.​57015 article

[16] D. Mc­Duff: “On the group of volume-pre­serving dif­feo­morph­isms of \( \mathbf{R}^n \),” Trans. Am. Math. Soc. 261 : 1 (September 1980), pp. 103–​113. MR 576866 Zbl 0447.​58012 article

[17] D. Mc­Duff: “\( C^1 \)-min­im­al sub­sets of the circle,” Ann. Inst. Four­i­er (Gren­oble) 31 : 1 (1981), pp. 177–​193. MR 613034 Zbl 0439.​58020 article

[18] D. Mc­Duff: “On groups of volume-pre­serving dif­feo­morph­isms and fo­li­ations with trans­verse volume form,” Proc. Lon­don Math. Soc. (3) 43 : 2 (1981), pp. 295–​320. MR 628279 Zbl 0411.​57028 article

[19] D. Mc­Duff: “On tangle com­plexes and volume-pre­serving dif­feo­morph­isms of open 3-man­i­folds,” Proc. Lon­don Math. Soc. (3) 43 : 2 (1981), pp. 321–​333. MR 628280 Zbl 0411.​57029 article

[20] D. Mc­Duff: “Loc­al ho­mo­logy of groups of volume pre­serving dif­feo­morph­isms, I,” Ann. Sci. École Norm. Sup. (4) 15 : 4 (1982), pp. 609–​648. Part II was pub­lished in Com­ment. Math. Helv. 58:1 (1983). MR 707329 Zbl 0577.​58005 article

[21] D. Mc­Duff: “Some ca­non­ic­al co­homo­logy classes on groups of volume pre­serving dif­feo­morph­isms,” Trans. Am. Math. Soc. 275 : 1 (1983), pp. 345–​356. MR 678355 Zbl 0522.​57029 article

[22] P. de la Harpe and D. Mc­Duff: “Acyc­lic groups of auto­morph­isms,” Com­ment. Math. Helv. 58 : 1 (1983), pp. 48–​71. MR 699006 Zbl 0522.​20034 article

[23] D. Mc­Duff: “Loc­al ho­mo­logy of groups of volume-pre­serving dif­feo­morph­isms, II,” Com­ment. Math. Helv. 58 : 1 (1983), pp. 135–​165. Parts I and III were pub­lished in Ann. Sci. École Norm. 15:4 (1982) and Ann. Sci. École Norm. 16:4 (1983), re­spect­ively. MR 699012 Zbl 0598.​57020 article

[24] D. Mc­Duff: “Loc­al ho­mo­logy of groups of volume-pre­serving dif­feo­morph­isms, III,” Ann. Sci. École Norm. Sup. (4) 16 : 4 (1983), pp. 529–​540. Part II was pub­lished in Com­ment. Math. Helv. 58:1 (1983). MR 740589 Zbl 0619.​58008 article

[25] D. Mc­Duff: “Sym­plect­ic dif­feo­morph­isms and the flux ho­mo­morph­ism,” In­vent. Math. 77 : 2 (1984), pp. 353–​366. MR 752824 Zbl 0538.​53041 article

[26] D. Mc­Duff: “Ex­amples of simply-con­nec­ted sym­plect­ic non-Kähleri­an man­i­folds,” J. Diff. Geom. 20 : 1 (1984), pp. 267–​277. MR 772133 Zbl 0567.​53031 article

[27] D. Mc­Duff: “Re­marks on the ho­mo­topy type of groups of sym­plect­ic dif­feo­morph­isms,” Proc. Am. Math. Soc. 94 : 2 (June 1985), pp. 348–​352. MR 784191 Zbl 0569.​57020 article

[28] D. Mc­Duff: “Ex­amples of sym­plect­ic struc­tures,” In­vent. Math. 89 : 1 (1987), pp. 13–​36. MR 892186 Zbl 0625.​53040 article

[29] D. Mc­Duff: “Ap­plic­a­tions of con­vex in­teg­ra­tion to sym­plect­ic and con­tact geo­metry,” Ann. Inst. Four­i­er (Gren­oble) 37 : 1 (1987), pp. 107–​133. MR 894563 Zbl 0572.​58010 article

[30] D. Mc­Duff: “Sym­plect­ic struc­tures on \( \mathbf{R}^{2n} \),” pp. 87–​94 in As­pects dy­namiques et to­po­lo­giques des groupes in­finis trans­form­a­tion de la méca­nique [Dy­nam­ic­al and to­po­lo­gic­al apects of in­fin­ite group trans­form­a­tions in mech­an­ics] (Ly­on, 26–30 May 1986). Edi­ted by P. Dazord, N. Desol­neux-Moulis, and J.-M. Mor­van. Travaux en Cours 25. Her­mann (Par­is), 1987. MR 906899 Zbl 0626.​53025 incollection

[31] D. Mc­Duff: “The mo­ment map for circle ac­tions on sym­plect­ic man­i­folds,” J. Geom. Phys. 5 : 2 (1988), pp. 149–​160. Ded­ic­ated to I. M. Gel­fand on the oc­ca­sion of his 75th birth­day. MR 1029424 Zbl 0696.​53023 article

[32] D. Mc­Duff: “Book re­view: Mikhael Gro­mov, ‘Par­tial dif­fer­en­tial re­la­tions’,” Bull. Am. Math. Soc. (N.S.) 18 : 2 (1988), pp. 214–​220. MR 1567681 article

[33] D. Mc­Duff: “The sym­plect­ic struc­ture of Kähler man­i­folds of non­posit­ive curvature,” J. Diff. Geom. 28 : 3 (1988), pp. 467–​475. MR 965224 Zbl 0632.​53058 article

[34]Dusa Mc­Duff,” pp. 57 in Amer­ic­an Men and Wo­men of Sci­ence, 26th edition, vol. 5. R. R. Bowker (Farm­ing­ton Hills, MI), 1989. incollection

[35] D. Mc­Duff: “El­lipt­ic meth­ods in sym­plect­ic geo­metry,” Bull. Am. Math. Soc. (N.S.) 23 : 2 (October 1990), pp. 311–​358. MR 1039425 Zbl 0723.​53018 article

[36] D. Mc­Duff: “The struc­ture of ra­tion­al and ruled sym­plect­ic 4-man­i­folds,” J. Am. Math. Soc. 3 : 3 (July 1990), pp. 679–​712. An er­rat­um was pub­lished in J. Am. Math. Soc. 5:4 (1992). MR 1049697 Zbl 0723.​53019 article

[37] D. Mc­Duff: Ap­plic­a­tions of PDE meth­ods by Gro­mov, Flo­er, and oth­ers to sym­plect­ic geo­metry, 1990. 60 minute video­cas­sette. Lec­ture re­cor­ded in Boulder, CO, 8 Au­gust 1989. MR 1109713 Zbl 0925.​58025 misc

[38] D. Mc­Duff: “Ra­tion­al and ruled sym­plect­ic 4-man­i­folds,” pp. 7–​14 in Geo­metry of low-di­men­sion­al man­i­folds (Durham, UK, 11–21 Ju­ly 1989), vol. 2: Sym­plect­ic man­i­folds and Jones–Wit­ten the­ory. Edi­ted by S. K. Don­ald­son and C. B. Thomas. Lon­don Math­em­at­ic­al So­ci­ety Lec­ture Note Series 151. Cam­bridge Uni­versity Press, 1990. MR 1171905 Zbl 0732.​57012 incollection

[39] D. Mc­Duff: “Sym­plect­ic man­i­folds with con­tact type bound­ar­ies,” In­vent. Math. 103 : 1 (1991), pp. 651–​671. MR 1091622 Zbl 0719.​53015 article

[40] D. Mc­Duff: “Blow ups and sym­plect­ic em­bed­dings in di­men­sion 4,” To­po­logy 30 : 3 (November 1991), pp. 409–​421. MR 1113685 Zbl 0731.​53035 article

[41] D. Mc­Duff: “The loc­al be­ha­viour of holo­morph­ic curves in al­most com­plex 4-man­i­folds,” J. Diff. Geom. 34 : 1 (1991), pp. 143–​164. MR 1114456 Zbl 0736.​53038 article

[42] D. Mc­Duff: Some auto­bi­o­graph­ic­al notes, January 1991. On­line notes. Notes taken from the ac­cept­ance speech that Mc­Duff gave when she was awar­ded the AMS Sat­ter Prize. misc

[43]1991 Ruth Lyttle Sat­ter Prize in math­em­at­ics awar­ded in San Fran­cisco,” No­tices Am. Math. Soc. 38 : 3 (March 1991), pp. 185–​187. article

[44] D. Mc­Duff: “Sym­plect­ic 4-man­i­folds,” pp. 541–​548 in Pro­ceed­ings of the In­ter­na­tion­al Con­gress of Math­em­aticians (Kyoto, 21–29 Au­gust 1990), vol. 1. Edi­ted by I. Satake. Spring­er Ja­pan (Tokyo), 1992. MR 1159241 Zbl 0744.​53016 incollection

[45] D. Mc­Duff: “Im­mersed spheres in sym­plect­ic 4-man­i­folds,” Ann. Inst. Four­i­er (Gren­oble) 42 : 1–​2 (1992), pp. 369–​392. MR 1162567 Zbl 0756.​53021 article

[46] D. Mc­Duff: “Sin­gu­lar­it­ies of \( J \)-holo­morph­ic curves in al­most com­plex 4-man­i­folds,” J. Geom. Anal. 2 : 3 (1992), pp. 249–​266. MR 1164604 Zbl 0758.​53019 article

[47] D. Mc­Duff: “Er­rat­um to: ‘The struc­ture of ra­tion­al and ruled sym­plect­ic 4-man­i­folds’,” J. Am. Math. Soc. 5 : 4 (October 1992), pp. 987–​988. Er­rat­um for an art­icle pub­lished in J. Am. Math. Soc. 3:3 (1990). MR 1168961 Zbl 0799.​53039 article

[48] D. Mc­Duff: “Re­marks on the unique­ness of sym­plect­ic blow­ing up,” pp. 157–​167 in Sym­plect­ic geo­metry (War­wick, UK, Au­gust 1990). Edi­ted by D. Sala­mon. Lon­don Math­em­at­ic­al So­ci­ety Lec­ture Note Series 192. Cam­bridge Uni­versity Press, 1993. MR 1297134 Zbl 0822.​53021 incollection

[49] D. Mc­Duff and L. Traynor: “The 4-di­men­sion­al sym­plect­ic camel and re­lated res­ults,” pp. 169–​182 in Sym­plect­ic geo­metry (War­wick, UK, Au­gust 1990). Edi­ted by D. Sala­mon. Lon­don Math­em­at­ic­al So­ci­ety Lec­ture Note Series 192. Cam­bridge Uni­versity Press, 1993. MR 1297135 Zbl 0821.​53030 incollection

[50] D. Mc­Duff: “Notes on ruled sym­plect­ic 4-man­i­folds,” Trans. Am. Math. Soc. 345 : 2 (October 1994), pp. 623–​639. MR 1188638 Zbl 0810.​53020 article

[51] D. Mc­Duff and L. Pol­ter­ovich: “Sym­plect­ic pack­ings and al­geb­ra­ic geo­metry,” In­vent. Math. 115 : 1 (1994), pp. 405–​429. With an ap­pendix by Yael Kars­hon. MR 1262938 Zbl 0833.​53028 article

[52] D. Mc­Duff: “Sin­gu­lar­it­ies and pos­it­iv­ity of in­ter­sec­tions of \( J \)-holo­morph­ic curves,” pp. 191–​215 in Holo­morph­ic curves in sym­plect­ic geo­metrEr­rat­umy. Edi­ted by M. Aud­in and J. La­fon­taine. Pro­gress in Math­em­at­ics 117. Birkhäuser (Basel), 1994. With an ap­pendix by Gang Liu. MR 1274930 incollection

[53] D. Mc­Duff and D. Sala­mon: \( J \)-holo­morph­ic curves and quantum co­homo­logy. Uni­versity Lec­ture Series 6. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1994. MR 1286255 Zbl 0809.​53002 book

[54] A. Jack­son: “Academy of Arts and Sci­ence elec­tions,” No­tices Am. Math. Soc. (August 1995), pp. 887. article

[55] F. Lalonde and D. Mc­Duff: “The geo­metry of sym­plect­ic en­ergy,” Ann. Math. (2) 141 : 2 (March 1995), pp. 349–​371. MR 1324138 Zbl 0829.​53025 article

[56] F. Lalonde and D. Mc­Duff: “Loc­al non-squeez­ing the­or­ems and sta­bil­ity,” Geom. Funct. Anal. 5 : 2 (March 1995), pp. 364–​386. Ded­ic­ated to Misha Gro­mov on the oc­ca­sion of his 50th birth­day. MR 1334871 Zbl 0837.​58014 article

[57] D. Mc­Duff: “An ir­ra­tion­al ruled sym­plect­ic 4-man­i­fold,” pp. 545–​554 in The Flo­er me­mori­al volume. Edi­ted by H. Hofer, C. H. Taubes, A. Wein­stein, and E. Zehnder. Pro­gress in Math­em­at­ics 133. Birkhäuser (Basel), 1995. MR 1362840 Zbl 0836.​57017 incollection

[58] D. Mc­Duff and D. Sala­mon: In­tro­duc­tion to sym­plect­ic to­po­logy. Ox­ford Math­em­at­ic­al Mono­graphs. Clar­en­don Press (Ox­ford), 1995. A 2nd edi­tion was pub­lished in 1998. MR 1373431 Zbl 0844.​58029 book

[59] F. Lalonde and D. Mc­Duff: “Er­rat­um for ‘Hofer’s \( L^{\infty} \)-geo­metry: En­ergy and sta­bil­ity of Hamilto­ni­an flows, II’,” In­vent. Math. 123 : 3 (1996), pp. 613. Er­rat­um for an art­icle pub­lished in In­vent. Math. 122:1 (1996). article

[60] F. Lalonde and D. Mc­Duff: “Er­rat­um for ‘Hofer’s \( L^{\infty} \)-geo­metry: En­ergy and sta­bil­ity of Hamilto­ni­an flows, I’,” In­vent. Math. 123 : 3 (1996), pp. 613. Er­rat­um for an art­icle pub­lished in In­vent. Math. 122:1 (1996). MR 1383964 article

[61] D. Mc­Duff and D. Sala­mon: “A sur­vey of sym­plect­ic 4-man­i­folds with \( b^+ = 1 \),” pp. 47–​60 in Pro­ceed­ings of 4th Gökova geo­metry-to­po­logy con­fer­ence (Gökova, Tur­key, 29 May–2 June 1995), published as Turk. J. Math. 20 : 1. Issue edi­ted by S. Ak­bu­lut, T. Önder, and R. J. Stern. Tübi­tak (Ank­ara), 1996. MR 1392662 Zbl 0870.​57023 incollection

[62] D. Mc­Duff and M. Sym­ing­ton: “As­so­ci­ativ­ity prop­er­ties of the sym­plect­ic sum,” Math. Res. Lett. 3 : 5 (1996), pp. 591–​608. MR 1418574 Zbl 0877.​53025 article

[63] F. Lalonde and D. Mc­Duff: “The clas­si­fic­a­tion of ruled sym­plect­ic 4-man­i­folds,” Math. Res. Lett. 3 : 6 (1996), pp. 769–​778. MR 1426534 Zbl 0874.​57019 article

[64] F. Lalonde and D. Mc­Duff: “\( J \)-curves and the clas­si­fic­a­tion of ra­tion­al and ruled sym­plect­ic 4-man­i­folds,” pp. 3–​42 in Con­tact and sym­plect­ic geo­metry (Cam­bridge, UK, Ju­ly–Decem­ber 1994). Edi­ted by C. B. Thomas. Pub­lic­a­tions of the New­ton In­sti­tute 8. Cam­bridge Uni­versity Press, 1996. MR 1432456 Zbl 0867.​53028 incollection

[65] F. Lalonde and D. Mc­Duff: “Hofer’s \( L^{\infty} \)-geo­metry: En­ergy and sta­bil­ity of Hamilto­ni­an flows, I,” In­vent. Math. 122 : 1 (1996), pp. 1–​33. Er­rata were pub­lished in In­vent. Math. 123:3 (1996). MR 1354953 Zbl 0844.​58020 article

[66] F. Lalonde and D. Mc­Duff: “Hofer’s \( L^{\infty} \)-geo­metry: En­ergy and sta­bil­ity of Hamilto­ni­an flows, II,” In­vent. Math. 122 : 1 (1996), pp. 35–​69. An er­rat­um was pub­lished in In­vent. Math. 123:3 (1996). Zbl 0844.​58021 article

[67] F. Lalonde and D. Mc­Duff: “Pos­it­ive paths in the lin­ear sym­plect­ic group,” pp. 361–​387 in The Arnold–Gel­fand math­em­at­ic­al sem­inars. Edi­ted by V. I. Arnold, I. M. Gel­fand, M. Smirnov, and V. S. Re­takh. Birkhäuser (Bo­ston), 1997. MR 1429901 Zbl 0868.​58031 incollection

[68] D. Mc­Duff: “Lec­tures on Gro­mov in­vari­ants for sym­plect­ic 4-man­i­folds,” pp. 175–​210 in Gauge the­ory and sym­plect­ic geo­metry (Montreal, 3–14 Ju­ly 1995). Edi­ted by J. Hur­tu­bise and F. Lalonde. NATO ASI Series C: Math­em­at­ic­al and Phys­ic­al Sci­ences 488. Kluwer (Dordrecht), 1997. Based on notes taken by Wladyslav Lorek. MR 1461573 Zbl 0881.​57037 incollection

[69] P. C. Kenschaft: “Dusa Wad­ding­ton Mc­Duff,” pp. 137–​142 in Not­able wo­men in math­em­at­ics: A bio­graph­ic­al dic­tion­ary. Edi­ted by C. Mor­row and T. Perl. Green­wood Press (West­port, CN), 1998. incollection

[70] F. Lalonde, D. Mc­Duff, and L. Pol­ter­ovich: “On the flux con­jec­tures,” pp. 69–​85 in Geo­metry, to­po­logy, and dy­nam­ics (Montreal, 26–30 June 1995). Edi­ted by F. Lalonde. CRM Pro­ceed­ings Lec­ture Notes 15. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1998. MR 1619124 Zbl 0974.​53062 ArXiv dg-​ga/​9706015 incollection

[71] D. Mc­Duff: “From sym­plect­ic de­form­a­tion to iso­topy,” pp. 85–​99 in Top­ics in sym­plect­ic 4-man­i­folds (Irvine, CA, 28–30 March 1996). Edi­ted by R. J. Stern. First In­ter­na­tion­al Press Lec­ture Series 1. In­ter­na­tion­al Press (Cam­bridge, MA), 1998. MR 1635697 Zbl 0928.​57018 ArXiv dg-​ga/​9606004 incollection

[72] D. Mc­Duff: “Sym­plect­ic struc­tures — A new ap­proach to geo­metry,” No­tices Am. Math. Soc. 45 : 8 (1998), pp. 952–​960. Based on the au­thor’s AWM Emmy No­eth­er Lec­ture giv­en in Bal­timore, Janu­ary 1998. MR 1644353 Zbl 0906.​53023 article

[73] D. Mc­Duff: “Re­cent de­vel­op­ments in sym­plect­ic to­po­logy,” pp. 28–​42 in European Con­gress of Math­em­at­ics (Bud­apest, 22–26 Ju­ly 1996), vol. II. Edi­ted by A. Ba­log, G. O. H. Katona, A. Rec­ski, and D. Sza’sz. Pro­gress in Math­em­at­ics 169. Birkhäuser (Basel), 1998. MR 1645817 Zbl 0913.​58024 incollection

[74] D. Mc­Duff: “Fibra­tions in sym­plect­ic to­po­logy,” pp. 339–​357 in Pro­ceed­ings of the In­ter­na­tion­al Con­gress of Math­em­aticians (Ber­lin, 18–27 Au­gust 1998), published as Doc. Math. Ex­tra Volume ICM 1998 : I. Issue edi­ted by G. Fisc­her and U. Rehmann. 1998. MR 1648038 Zbl 0907.​53022 incollection

[75] D. Mc­Duff and D. Sala­mon: In­tro­duc­tion to sym­plect­ic to­po­logy, 2nd edition. Ox­ford Math­em­at­ic­al Mono­graphs. Clar­en­don Press (Ox­ford), 1998. Re­pub­lic­a­tion of 1995 ori­gin­al. MR 1698616 Zbl 1066.​53137 book

[76] L. Love: Dusa Mc­Duff, 1999. On­line art­icle. Part of the series “Bio­graph­ies of Wo­men Math­em­aticians”. misc

[77] D. Mc­Duff: “Sym­plect­ic to­po­logy and ca­pa­cit­ies,” pp. 69–​81 in Pro­spects in math­em­at­ics (Prin­ceton, NJ, 17–21 March 1996). Edi­ted by H. Rossi. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1999. MR 1660473 Zbl 0947.​53043 incollection

[78] F. Lalonde, D. Mc­Duff, and L. Pol­ter­ovich: “To­po­lo­gic­al ri­gid­ity of Hamilto­ni­an loops and quantum ho­mo­logy,” In­vent. Math. 135 : 2 (1999), pp. 369–​385. MR 1666763 Zbl 0907.​58004 article

[79] D. Mc­Duff: “In­tro­duc­tion to sym­plect­ic to­po­logy,” pp. 7–​33 in Sym­plect­ic geo­metry and to­po­logy (Provid­ence, RI). Edi­ted by Y. Eli­ash­berg and L. Traynor. IAS/Park City Math­em­at­ics Series 7. Amer­ic­an Math­em­at­ic­al So­ci­ety, 1999. MR 1702941 Zbl 0978.​53120 incollection

[80] D. Mc­Duff: “The vir­tu­al mod­uli cycle,” pp. 73–​102 in North­ern Cali­for­nia sym­plect­ic geo­metry sem­in­ar (Berke­ley and Stan­ford, CA, 1989–1998). Edi­ted by Y. Eli­ash­berg, D. Fuchs, D. Ra­tiu, and A. Wein­stein. AMS Trans­la­tion Series 2 196. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1999. MR 1736215 Zbl 0958.​53060 incollection

[81] D. Mc­Duff: “Al­most com­plex struc­tures on \( S^2\times S^2 \),” Duke Math. J. 101 : 1 (2000), pp. 135–​177. MR 1733733 Zbl 0974.​53020 article

[82] D. Mc­Duff: “A glimpse in­to sym­plect­ic geo­metry,” pp. 175–​187 in Math­em­at­ics: Fron­ti­ers and per­spect­ives. Edi­ted by V. I. Arn­ol’d, M. Atiyah, P. Lax, and B. Mazur. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2000. MR 1754776 Zbl 0964.​53003 incollection

[83] M. Ab­reu and D. Mc­Duff: “To­po­logy of sym­plec­to­morph­ism groups of ra­tion­al ruled sur­faces,” J. Am. Math. Soc. 13 : 4 (2000), pp. 971–​1009. MR 1775741 Zbl 0965.​57031 article

[84] D. Mc­Duff: “Quantum ho­mo­logy of fibra­tions over \( S^2 \),” Int. J. Math. 11 : 5 (2000), pp. 665–​721. MR 1780735 Zbl 1110.​53307 article

[85] D. Mc­Duff and J. Slimow­itz: “Hofer–Zehnder ca­pa­city and length min­im­iz­ing Hamilto­ni­an paths,” Geom. To­pol. 5 : 2 (2001), pp. 799–​830. MR 1871405 Zbl 1002.​57056 article

[86] D. Mc­Duff: “Sym­plec­to­morph­ism groups and al­most com­plex struc­tures,” pp. 527–​556 in Es­says on geo­metry and re­lated top­ics: Mémoires dédies à An­dré Hae­fli­ger [Es­says on geo­metry and re­lated top­ics: Mem­oirs ded­ic­ated to An­dré Hae­fli­ger], vol. 2. Edi­ted by É. Ghys. Mono­graph­ie de lÉnsei­gne­ment Mathématique 38. Kun­dig (Geneva), 2001. MR 1929338 Zbl 1010.​53064 ArXiv math/​0010274 incollection

[87] D. Mc­Duff: “Geo­met­ric vari­ants of the Hofer norm,” J. Sym­pl. Geom. 1 : 2 (2002), pp. 197–​252. MR 1959582 Zbl 1037.​37033 article

[88] F. Lalonde and D. Mc­Duff: “Co­homo­lo­gic­al prop­er­ties of ruled sym­plect­ic struc­tures,” pp. 79–​99 in Mir­ror sym­metry IV: Pro­ceed­ings of the con­fer­ence on strings, du­al­ity, and geo­metry (Montreal, March 2000). Edi­ted by E. D’Hoker, S.-T. Yau, and D. H. Phong. AMS/IP Stud­ies in Ad­vanced Math­em­at­ics 33. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2002. MR 1968218 Zbl 1090.​53071 ArXiv math/​0010277 incollection

[89] F. Lalonde and D. Mc­Duff: “Sym­plect­ic struc­tures on fiber bundles,” To­po­logy 42 : 2 (March 2003), pp. 309–​347. Er­rata were pub­lished in To­po­logy 44:6 (2005). MR 1941438 Zbl 1032.​53077 article

[90] D. Mc­Duff and D. Sala­mon: \( J \)-holo­morph­ic curves and sym­plect­ic to­po­logy. AMS Col­loqui­um Pub­lic­a­tions 52. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2004. Re­pub­lished in 2012. MR 2045629 Zbl 1064.​53051 book

[91] D. Mc­Duff: “Lec­tures on groups of sym­plec­to­morph­isms,” pp. 43–​78 in The pro­ceed­ings of the 23rd winter school “Geo­metry and phys­ics” (Srní, Czech Re­pub­lic, 18–25 Janu­ary 2003). Edi­ted by J. Slov­ák. Sup­ple­mento ai Ren­diconti del Cir­colo Matemàtico di Palermo. Serie II 72. 2004. MR 2069395 Zbl 1078.​53088 ArXiv math/​0201032 incollection

[92] D. Mc­Duff: “A sur­vey of the to­po­lo­gic­al prop­er­ties of sym­plec­to­morph­ism groups,” pp. 173–​193 in To­po­logy, geo­metry and quantum field the­ory: Pro­ceed­ings of the 2002 Ox­ford sym­posi­um in hon­our of the 60th birth­day of Graeme Segal (Ox­ford, 24–29 June 2002). Edi­ted by U. Till­mann. Lon­don Math­em­at­ic­al So­ci­ety Lec­ture Note Series 308. Cam­bridge Uni­versity Press, 2004. MR 2079375 Zbl 1102.​57013 ArXiv SG/​0404340 incollection

[93] J. Kedra and D. Mc­Duff: “Ho­mo­topy prop­er­ties of Hamilto­ni­an group ac­tions,” Geom. To­pol. 9 (2005), pp. 121–​162. MR 2115670 Zbl 1077.​53072 article

[94] F. Lalonde and D. Mc­Duff: “Er­rata to ‘Sym­plect­ic struc­tures on fiber bundles’,” To­po­logy 44 : 6 (2005), pp. 1301–​1303. Er­rata for art­icle pub­lished in To­po­logy 42:2 (2003). MR 2168577 article

[95] D. Mc­Duff: “En­lar­ging the Hamilto­ni­an group,” J. Symp. Geom. 3 : 4 (2005), pp. 481–​530. MR 2235852 Zbl 1109.​53078 article

[96] D. Mc­Duff and S. Tol­man: On nearly semi­free circle ac­tions. Pre­print, March 2005. ArXiv math/​0503467 techreport

[97] D. Mc­Duff: “Sym­plec­to­morph­ism groups and quantum co­homo­logy,” pp. 457–​471 in The unity of math­em­at­ics: In hon­or of the nineti­eth birth­day of I. M. Gel­fand (Cam­bridge, MA, 31 Au­gust–4 Septem­ber 2003). Edi­ted by P. Etin­gof, V. Re­takh, and I. M. Sing­er. Pro­gress in Math­em­at­ics 244. Birkhäuser (Bo­ston), 2006. MR 2181814 Zbl 1099.​53057 incollection

[98] D. Mc­Duff: “Flo­er the­ory and low di­men­sion­al to­po­logy,” Bull. Am. Math. Soc. (N.S.) 43 : 1 (2006), pp. 25–​42. MR 2188174 Zbl 1084.​57028 article

[99] D. Mc­Duff and S. Tol­man: “To­po­lo­gic­al prop­er­ties of Hamilto­ni­an circle ac­tions,” Int. Math. Res. Pap. 2006 (2006), pp. 1–​77. MR 2210662 Zbl 1123.​53044 article

[100] D. Auroux, S. Don­ald­son, V. Guille­min, T. Mrowka, and G. Tian: “Ded­ic­a­tion to Dusa Mc­Duff,” J. Sym­plect­ic Geom. 5 : 1 (2007), pp. i. MR 2371180 article

[101] D. Mc­Duff: “The sym­plec­to­morph­ism group of a blow up,” Geom. Ded­icata 132 (2008), pp. 1–​29. MR 2396906 Zbl 1155.​53055 ArXiv SG/​0509664 article

[102] D. Mc­Duff: “Hamilto­ni­an \( S^1 \)-man­i­folds are uniruled,” Duke Math. J. 146 : 3 (2009), pp. 449–​507. MR 2484280 Zbl 1183.​53080 article

[103] D. Mc­Duff: “Sym­plect­ic em­bed­dings of 4-di­men­sion­al el­lips­oids,” J. To­pol. 2 : 1 (2009), pp. 1–​22. MR 2499436 Zbl 1166.​53051 article

[104] D. Mc­Duff: “Some 6-di­men­sion­al Hamilto­ni­an \( S^1 \)-man­i­folds,” J. To­pol. 2 : 3 (2009), pp. 589–​623. MR 2546587 Zbl 1189.​53073 article

[105] D. Mc­Duff: “Sym­plect­ic em­bed­dings and con­tin­ued frac­tions: A sur­vey,” Jpn. J. Math. 4 : 2 (2009), pp. 121–​139. MR 2576029 Zbl 1222.​53081 article

[106] D. Mc­Duff: “Mono­dromy in Hamilto­ni­an Flo­er the­ory,” Com­ment. Math. Helv. 85 : 1 (2010), pp. 95–​133. MR 2563682 Zbl 1222.​53092 article

[107] D. Mc­Duff: “Loops in the Hamilto­ni­an group: A sur­vey,” pp. 127–​148 in Sym­plect­ic to­po­logy and meas­ure pre­serving dy­nam­ic­al sys­tems (Snow­bird, UT, 1–5 Ju­ly 2007). Edi­ted by A. Fathi, Y.-G. Oh, and C. Vi­terbo. Con­tem­por­ary Math­em­at­ics 512. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2010. MR 2605315 Zbl 1202.​53083 ArXiv 0711.​4086 incollection

[108] D. Mc­Duff: “What is sym­plect­ic geo­metry?,” pp. 33–​53 in European wo­men in math­em­at­ics: Pro­ceed­ings of the 13th gen­er­al meet­ing (Cam­bridge, UK, 3–6 Septem­ber 2007). Edi­ted by C. Hobbs and S. Paycha. World Sci­entif­ic Pub­lish­ers (Hack­en­sack, NJ), 2010. MR 2605361 Zbl 1192.​53001 incollection

[109] D. Mc­Duff and S. Tol­man: “Poly­topes with mass lin­ear func­tions, I,” Int. Math. Res. Not. 2010 : 8 (2010), pp. 1506–​1574. MR 2628835 Zbl 1202.​52010 ArXiv 0807.​0900 article

[110] L. Pol­ter­ovich: “Fo­cus on the sci­ent­ist: Dusa Mc­Duff,” MSRI Emis­sary (Spring 2010), pp. 3. article

[111] D. J. Al­bers: “Dusa Mc­Duff,” Chapter 12, pp. 215–​239 in Fas­cin­at­ing math­em­at­ic­al people: In­ter­views and mem­oirs. Edi­ted by D. J. Al­bers and G. L. Al­ex­an­der­son. Prin­ceton Uni­versity Press, 2011. incollection

[112] D. Mc­Duff: “Dis­pla­cing Lag­rangi­an tor­ic fibers via probes,” pp. 131–​160 in Low-di­men­sion­al and sym­plect­ic to­po­logy (Athens, GA, 18–29 May 2009). Edi­ted by M. Ush­er. Pro­ceed­ings of Sym­po­sia in Pure Math­em­at­ics 82. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2011. MR 2768658 Zbl 1255.​53063 ArXiv 0904.​1686 incollection

[113] D. Mc­Duff: “The to­po­logy of tor­ic sym­plect­ic man­i­folds,” Geom. To­pol. 15 : 1 (2011), pp. 145–​190. MR 2776842 Zbl 1218.​14045 article

[114] D. Mc­Duff: “The Hofer con­jec­ture on em­bed­ding sym­plect­ic el­lips­oids,” J. Diff. Geom. 88 : 3 (2011), pp. 519–​532. MR 2844441 Zbl 1239.​53109 article

[115] D. Mc­Duff and F. Schlenk: “The em­bed­ding ca­pa­city of 4-di­men­sion­al sym­plect­ic el­lips­oids,” Ann. Math. (2) 175 : 3 (2012), pp. 1191–​1282. MR 2912705 Zbl 1254.​53111 article

[116] D. Mc­Duff and D. Sala­mon: \( J \)-holo­morph­ic curves and sym­plect­ic to­po­logy, 2nd edition. AMS Col­loqui­um Pub­lic­a­tions 52. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2012. Re­pub­lic­a­tion of 2004 ori­gin­al. MR 2954391 Zbl 1272.​53002 book

[117] D. Mc­Duff and S. Tol­man: “Poly­topes with mass lin­ear func­tions, II: The four-di­men­sion­al case,” Int. Math. Res. Not. 2013 : 15 (2013), pp. 3509–​3599. MR 3089735 ArXiv 1106.​1623 article

[118] J. Latschev, D. Mc­Duff, and F. Schlenk: “The Gro­mov width of 4-di­men­sion­al tori,” Geom. To­pol. 17 : 5 (2013), pp. 2813–​2853. MR 3190299 Zbl 1277.​57024 article

[119] Prof. Dusa Mc­Duff honored by the Amer­ic­an Philo­soph­ic­al So­ci­ety and Amer­ic­an Math­em­at­ic­al S oci­ety, 18 November 2013. Barn­ard Col­lege on­line news art­icle. misc

[120] D. Mc­Duff, S. Tabach­nikov, and M. Saul: “Is­rael Moiseevich Gel­fand, Part II.” Edi­ted by V. Re­takh. No­tices Am. Math. Soc. 60 : 2 (2013), pp. 162–​171. Zbl 1290.​01026 article

[121] M. Ab­reu, M. S. Bor­man, and D. Mc­Duff: “Dis­pla­cing Lag­rangi­an tor­ic fibers by ex­ten­ded probes,” Al­gebr. Geom. To­pol. 14 : 2 (2014), pp. 687–​752. MR 3159967 Zbl 1288.​53076 article

[122] D. Mc­Duff and E. Op­shtein: “Non­gen­er­ic \( J \)-holo­morph­ic curves and sin­gu­lar in­fla­tion,” Al­gebr. Geom. To­pol. 15 : 1 (2015), pp. 231–​286. MR 3325737 Zbl pre06425403 article

[123] D. Mc­Duff: “Cor­ri­gendum: ‘Sym­plect­ic em­bed­dings of 4-di­men­sion­al el­lips­oids’,” J. To­pol. 8 : 4 (2015), pp. 1119–​1122. Cor­ri­gendum to an art­icle pub­lished in J. To­pol. 2:1 (2009). MR 3431670 article

[124] In­ter­view: Dusa Mc­Duff, 4 June 2015. On­line video, 10:53. In­ter­view at the Centre In­ter­na­tion­al de Ren­contres Mathématiques. misc