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Celebratio Mathematica

Nigel J. Hitchin


Bibliography

[1]N. Hitchin: “Har­mon­ic spinors,” Ad­vances in Math. 14 (1974), pp. 1–​55. MR 0358873 Zbl 0284.​58016

[2]N. Hitchin: “Com­pact four-di­men­sion­al Ein­stein man­i­folds,” J. Dif­fer­en­tial Geo­metry 9 (1974), pp. 435–​441. MR 0350657 Zbl 0281.​53039

[3]N. Hitchin: “On the curvature of ra­tion­al sur­faces,” pp. 65–​80 in Dif­fer­en­tial geo­metry (Stan­ford Univ., CA, 1973). Edi­ted by S. S. Chern and R. Os­ser­man. Proc. Sym­pos. Pure Math. XXVII. Amer. Math. Soc. (Provid­ence, R. I.), 1975. MR 0400127 Zbl 0321.​53052

[4]M. F. Atiyah, N. J. Hitchin, and I. M. Sing­er: “De­form­a­tions of in­stan­tons,” Proc. Nat. Acad. Sci. U.S.A. 74 : 7 (1977), pp. 2662–​2663. MR 0458424 Zbl 0356.​58011 article

[5]M. F. Atiyah, N. J. Hitchin, and I. M. Sing­er: “Self-du­al­ity in four-di­men­sion­al Rieman­ni­an geo­metry,” Proc. Roy. Soc. Lon­don Ser. A 362 : 1711 (1978), pp. 425–​461. MR 506229 Zbl 0389.​53011 article

[6]M. F. Atiyah, N. J. Hitchin, V. G. Drin­fel’d, and Yu. I. Man­in: “Con­struc­tion of in­stan­tons,” Phys. Lett. A 65 : 3 (1978), pp. 185–​187. MR 598562 article

[7]N. J. Hitchin: “Poly­gons and grav­itons,” Math. Proc. Cam­bridge Philos. Soc. 85 : 3 (1979), pp. 465–​476. MR 520463 Zbl 0399.​53021

[8]N. J. Hitchin: “Lin­ear field equa­tions on self-dual spaces,” Proc. Roy. Soc. Lon­don Ser. A 370 : 1741 (1980), pp. 173–​191. MR 563832 Zbl 0436.​53058

[9]N. J. Hitchin: “Kähleri­an twis­tor spaces,” Proc. Lon­don Math. Soc. (3) 43 : 1 (1981), pp. 133–​150. MR 623721 Zbl 0474.​14024

[10]N. J. Hitchin: “Mono­poles and geodesics,” Comm. Math. Phys. 83 : 4 (1982), pp. 579–​602. MR 649818 Zbl 0502.​58017

[11]N. J. Hitchin: “Com­plex man­i­folds and Ein­stein’s equa­tions,” pp. 73–​99 in Twis­tor geo­metry and non­lin­ear sys­tems (Primor­sko, 1980). Edi­ted by H.-D. Doeb­n­er and T. D. Palev. Lec­ture Notes in Math. 970. Spring­er (Ber­lin), 1982. MR 699802

[12]N. J. Hitchin: “On the con­struc­tion of mono­poles,” Comm. Math. Phys. 89 : 2 (1983), pp. 145–​190. MR 709461 Zbl 0517.​58014

[13]N. J. Hitchin: “The Yang–Mills equa­tions and the to­po­logy of 4-man­i­folds (after Si­mon K. Don­ald­son),” pp. 167–​178 in Bourbaki sem­in­ar, vol. 1982/83. Astérisque 105. Soc. Math. France (Par­is), 1983. MR 728987

[14]N. J. Hitchin: “The geo­metry of mono­poles,” pp. 541–​547 in Pro­ceed­ings of the In­ter­na­tion­al Con­gress of Math­em­aticians (Warsaw, 1983). Edi­ted by Z. Ciesiel­ski and C. Olech. PWN (Warsaw), 1984. In 2 volumes. MR 804710 Zbl 0573.​53053

[15]N. J. Hitchin: “Twis­tor con­struc­tion of Ein­stein met­rics,” pp. 115–​125 in Glob­al Rieman­ni­an geo­metry (Durham, 1983). Edi­ted by T. J. Will­more and N. J. Hitchin. El­lis Hor­wood Ser. Math. Ap­pl. Hor­wood (Chichester), 1984. MR 757213 Zbl 0615.​53057

[16]Glob­al Rieman­ni­an geo­metry (Durham, Ju­ly 1983). Edi­ted by T. J. Will­more and N. J. Hitchin. El­lis Hor­wood Series: Math­em­at­ics and its Ap­plic­a­tions. El­lis Hor­wood Ltd. (Chichester), 1984. MR 757199

[17]M. F. Atiyah and N. J. Hitchin: “Low en­ergy scat­ter­ing of nona­beli­an mono­poles,” Phys. Lett. A 107 : 1 (1985), pp. 21–​25. MR 778313 Zbl 1177.​53069 article

[18]M. Atiyah, N. J. Hitchin, J. T. Stu­art, and M. Tabor: “Low-en­ergy scat­ter­ing of nona­beli­an mag­net­ic mono­poles [and dis­cus­sion],” Philos. Trans. Roy. Soc. Lon­don Ser. A 315 : 1533 (1985), pp. 459–​469. MR 836746 article

[19]N. J. Hitchin: “Met­rics on mod­uli spaces,” pp. 157–​178 in The Lef­schetz centen­ni­al con­fer­ence (Mex­ico City, 1984), Part I. Edi­ted by D. Sundarara­man. Con­temp. Math. 58. Amer. Math. Soc. (Provid­ence, RI), 1986. MR 860411 Zbl 0618.​32017

[20]N. Hitchin: “Stable bundles and in­teg­rable sys­tems,” Duke Math. J. 54 : 1 (1987), pp. 91–​114. MR 885778 Zbl 0627.​14024

[21]N. Hitchin: Mono­poles, min­im­al sur­faces and al­geb­ra­ic curves. Sémin­aire de Mathématiques Supérieures 105. Presses de l’Uni­versité de Mon­tréal (Montreal, QC), 1987. MR 935967 Zbl 0644.​53059

[22]N. J. Hitchin, A. Karl­hede, U. Lind­ström, and M. Roček: “Hy­per-Kähler met­rics and su­per­sym­metry,” Comm. Math. Phys. 108 : 4 (1987), pp. 535–​589. MR 877637

[23]N. J. Hitchin: “The self-du­al­ity equa­tions on a Riemann sur­face,” Proc. Lon­don Math. Soc. (3) 55 : 1 (1987), pp. 59–​126. MR 887284 Zbl 0634.​53045

[24]N. J. Hitchin: “Mono­pole and vor­tex scat­ter­ing,” pp. 117–​124 in Field the­ory, quantum grav­ity and strings (Meud­on/Par­is, 1985/1986), vol. II. Edi­ted by H. J. de Vega and N. Sánchez. Lec­ture Notes in Phys. 280. Spring­er (Ber­lin), 1987. MR 905894 Zbl 0647.​53077

[25]M. Atiyah and N. Hitchin: The geo­metry and dy­nam­ics of mag­net­ic mono­poles. M. B. Port­er Lec­tures. Prin­ceton Uni­versity Press, 1988. Rus­si­an trans­la­tion pub­lished as Geo­met­riya i di­n­ami­ka mag­nit­nykh mono­polei (1991). MR 934202 Zbl 0671.​53001 book

[26]N. J. Hitchin: “Har­mon­ic maps from \( T^2 \) to \( S^3 \),” pp. 103–​112 in Har­mon­ic map­pings, twis­tors, and \( \sigma \)-mod­els (Lu­miny, 1986). Edi­ted by P. Gau­d­uch­on. Adv. Ser. Math. Phys. 4. World Sci. Pub­lish­ing (Singa­pore), 1988. MR 982525 Zbl 1043.​58508

[27]N. J. Hitchin and M. K. Mur­ray: “Spec­tral curves and the ADHM meth­od,” Comm. Math. Phys. 114 : 3 (1988), pp. 463–​474. MR 929140 Zbl 0646.​14021

[28]N. J. Hitchin: “Gauge the­ory on Riemann sur­faces,” pp. 99–​118 in Lec­tures on Riemann sur­faces (Trieste, 1987). Edi­ted by M. Cor­nal­ba, X. Gómez-Mont, and A. Ver­jovsky. World Sci. Publ., Tea­neck, NJ, 1989. MR 1082352 Zbl 0800.​32004

[29]N. J. Hitchin: “Geo­met­ric quant­iz­a­tion of spaces of con­nec­tions,” pp. 97–​100 in Geo­metry of low-di­men­sion­al man­i­folds (Durham, 1989), vol. 2. Edi­ted by S. K. Don­ald­son and C. B. Thomas. Lon­don Math. Soc. Lec­ture Note Ser. 151. Cam­bridge Univ. Press, 1990. MR 1171910 Zbl 0732.​58019

[30]N. J. Hitchin: “The sym­plect­ic geo­metry of mod­uli spaces of con­nec­tions and geo­met­ric quant­iz­a­tion,” pp. 159–​174 in Com­mon trends in math­em­at­ics and quantum field the­or­ies (Kyoto, 1990), published as Pro­gr. The­or­et. Phys. Sup­pl. 102. 1990. MR 1182164 Zbl 0793.​53033

[31]N. J. Hitchin: “Flat con­nec­tions and geo­met­ric quant­iz­a­tion,” Comm. Math. Phys. 131 : 2 (1990), pp. 347–​380. MR 1065677 Zbl 0718.​53021

[32]N. J. Hitchin: “Har­mon­ic maps from a 2-tor­us to the 3-sphere,” J. Dif­fer­en­tial Geom. 31 : 3 (1990), pp. 627–​710. MR 1053342 Zbl 0725.​58010

[33]N. J. Hitchin: “The geo­metry and to­po­logy of mod­uli spaces,” pp. 1–​48 in Glob­al geo­metry and math­em­at­ic­al phys­ics (Montec­at­ini Ter­me, 1988). Edi­ted by M. Fran­cav­iglia and F. Gher­ar­del­li. Lec­ture Notes in Math. 1451. Spring­er (Ber­lin), 1990. MR 1084202 Zbl 0722.​58009

[34]N. Hitchin: “Vec­tor fields on the circle,” pp. 359–​378 in Mech­an­ics, ana­lys­is and geo­metry: 200 years after Lag­range. Edi­ted by M. Fran­cav­iglia. North-Hol­land Delta Ser. North-Hol­land (Am­s­ter­dam), 1991. MR 1098524 Zbl 0718.​53020

[35]N. Hitchin: “Hy­per-Kähler man­i­folds,” pp. 137–​166 in Sémin­aire Bourbaki, vol. 1991/92. Astérisque 206. 1992. Ex­posé no. 748. MR 1206066

[36]N. J. Hitchin: “Lie groups and Teichmüller space,” To­po­logy 31 : 3 (1992), pp. 449–​473. MR 1174252 Zbl 0769.​32008

[37]N. J. Hitchin: “Ponce­let poly­gons and the Pain­levé equa­tions,” pp. 151–​185 in Geo­metry and ana­lys­is (Bom­bay, 1992). Tata Inst. Fund. Res. (Bom­bay), 1995. MR 1351506 Zbl 0893.​32018

[38]N. J. Hitchin, N. S. Man­ton, and M. K. Mur­ray: “Sym­met­ric mono­poles,” Non­lin­ear­ity 8 : 5 (1995), pp. 661–​692. MR 1355037

[39]N. J. Hitchin: “Twis­tor spaces, Ein­stein met­rics and iso­mono­drom­ic de­form­a­tions,” J. Dif­fer­en­tial Geom. 42 : 1 (1995), pp. 30–​112. MR 1350695 Zbl 0861.​53049

[40]Vec­tor bundles in al­geb­ra­ic geo­metry. Edi­ted by N. J. Hitchin, P. E. News­tead, and W. M. Oxbury. Lon­don Math­em­at­ic­al So­ci­ety Lec­ture Note Series 208. Cam­bridge Uni­versity Press, 1995. MR 1338410 Zbl 0810.​00011

[41]N. J. Hitchin: “A new fam­ily of Ein­stein met­rics,” pp. 190–​222 in Man­i­folds and geo­metry (Pisa, 1993). Edi­ted by P. de Bar­to­lomeis, F. Tricerri, and E. Vesentini. Sym­pos. Math. XXXVI. Cam­bridge Univ. Press, 1996. MR 1410073 Zbl 0858.​53038

[42]N. J. Hitchin: “Mag­net­ic mono­poles with Pla­ton­ic sym­metry,” pp. 55–​63 in Mod­uli of vec­tor bundles (Sanda, 1994; Kyoto, 1994). Edi­ted by P. de Bar­to­lomeis, F. Tricerri, and E. Vesentini. Lec­ture Notes in Pure and Ap­pl. Math. 179. Dek­ker (New York), 1996. MR 1397980 Zbl 0873.​32029

[43]N. Hitchin: “Geo­met­ric­al as­pects of Schle­sing­er’s equa­tion,” J. Geom. Phys. 23 : 3–​4 (1997), pp. 287–​300. MR 1484592 Zbl 0896.​53011

[44]N. Hitchin: “Frobeni­us man­i­folds,” pp. 69–​112 in Gauge the­ory and sym­plect­ic geo­metry (Montreal, PQ, 1995). Edi­ted by J. Hur­tu­bise, F. Lalonde, and G. Sa­bidussi. NATO Adv. Sci. Inst. Ser. C Math. Phys. Sci. 488. Kluwer Acad. Publ. (Dordrecht), 1997. MR 1461570 Zbl 0867.​53027

[45]N. J. Hitchin: “Ein­stein met­rics and the eta-in­vari­ant,” Boll. Un. Mat. It­al. B (7) 11 : 2, suppl. (1997), pp. 95–​105. MR 1456253 Zbl 0973.​53519

[46]N. J. Hitchin: “The mod­uli space of spe­cial Lag­rangi­an sub­man­i­folds,” Ann. Scuola Norm. Sup. Pisa Cl. Sci. (4) 25 : 3–​4 (1997), pp. 503–​515. Ded­ic­ated to En­nio De Giorgi. MR 1655530 Zbl 1015.​32022

[47]N. Hitchin: “Hy­per­com­plex man­i­folds and the space of fram­ings,” pp. 9–​30 in The geo­met­ric uni­verse: Sci­ence, geo­metry, and the work of Ro­ger Pen­rose (Ox­ford, June 1996). Edi­ted by S. A. Hug­gett, L. J. Ma­son, K. P. Tod, S. T. Tsou, and N. M. J. Wood­house. Ox­ford Univ. Press (Ox­ford), 1998. MR 1634502 Zbl 0905.​53023

[48]N. Hitchin: “In­teg­rable sys­tems in Rieman­ni­an geo­metry,” pp. 21–​81 in In­teg­rable sys­tems. Edi­ted by C. L. Terng and K. Uh­len­beck. Surv. Dif­fer. Geom. IV. Int. Press, Bo­ston, 1998. MR 1726926 Zbl 0939.​37039

[49]N. J. Hitchin: “The mod­uli space of com­plex Lag­rangi­an sub­man­i­folds,” pp. 77–​91 in Sir Mi­chael Atiyah: A great math­em­atician of the twen­ti­eth cen­tury, published as Asi­an J. Math. 3 : 1. 1999. MR 1701923 Zbl 0958.​53057

[50]N. Hitchin: “Riemann sur­faces and in­teg­rable sys­tems,” pp. 11–​52 in In­teg­rable sys­tems: Twis­tors, loop groups, and Riemann sur­faces (Ox­ford, Septem­ber 1997). Oxf. Grad. Texts Math. 4. Ox­ford Univ. Press (New York), 1999. MR 1723385

[51]N. J. Hitchin, G. B. Segal, and R. S. Ward: In­teg­rable sys­tems: Twis­tors, loop groups, and Riemann sur­faces (Ox­ford, Septem­ber 1997). Ox­ford Gradu­ate Texts in Math­em­at­ics 4. The Clar­en­don Press, Ox­ford Uni­versity Press (New York), 1999. MR 1723384 Zbl 1082.​37501

[52]N. Hitchin: “The geo­metry of three-forms in six di­men­sions,” J. Dif­fer­en­tial Geom. 55 : 3 (2000), pp. 547–​576. MR 1863733 Zbl 1036.​53042

[53]N. Hitchin: “\( L^2 \)-co­homo­logy of hy­perkähler quo­tients,” Comm. Math. Phys. 211 : 1 (2000), pp. 153–​165. MR 1757010 Zbl 0955.​58019

[54]N. J. Hitchin: “The mod­uli space of com­plex Lag­rangi­an sub­man­i­folds,” pp. 327–​345 in Sur­veys in dif­fer­en­tial geo­metry. Edi­ted by S.-T. Yau. Surv. Dif­fer. Geom. VII. Int. Press, Somerville, MA, 2000. MR 1919430

[55]N. Hitchin and J. Sawon: “Curvature and char­ac­ter­ist­ic num­bers of hy­per-Kähler man­i­folds,” Duke Math. J. 106 : 3 (2001), pp. 599–​615. MR 1813238 Zbl 1024.​53032

[56]N. Hitchin: “Lec­tures on spe­cial Lag­rangi­an sub­man­i­folds,” pp. 151–​182 in Winter School on Mir­ror Sym­metry, Vec­tor Bundles and Lag­rangi­an Sub­man­i­folds (Cam­bridge, MA, 1999). Edi­ted by C. Vafa and S.-T. Yau. AMS/IP Stud. Adv. Math. 23. Amer. Math. Soc. (Provid­ence, RI), 2001. MR 1876068 Zbl 1079.​14522

[57]N. Hitchin: “Stable forms and spe­cial met­rics,” pp. 70–​89 in Glob­al dif­fer­en­tial geo­metry: the math­em­at­ic­al leg­acy of Al­fred Gray (Bil­bao, 2000). Edi­ted by M. Fernández and J. A. Wolf. Con­temp. Math. 288. Amer. Math. Soc. (Provid­ence, RI), 2001. MR 1871001 Zbl 1004.​53034

[58]N. Hitchin: “Glob­al dif­fer­en­tial geo­metry,” pp. 577–​591 in Math­em­at­ics un­lim­ited: 2001 and bey­ond. Edi­ted by B. En­gquist and W. Schmid. Spring­er (Ber­lin), 2001. MR 1852178 Zbl 1023.​53002

[59]N. Hitchin: “The Dir­ac op­er­at­or,” pp. 208–​232 in In­vit­a­tions to geo­metry and to­po­logy. Edi­ted by M. R. Brid­son and S. M. Sala­mon. Oxf. Grad. Texts Math. 7. Ox­ford Univ. Press (Ox­ford), 2002. MR 1967750

[60]N. Hitchin: “The Wess–Zu­mino term for a har­mon­ic map,” J. Reine An­gew. Math. 543 (2002), pp. 83–​101. MR 1887879 Zbl 1039.​53070

[61]N. Hitchin: “Gen­er­al­ized Calabi–Yau man­i­folds,” Q. J. Math. 54 : 3 (2003), pp. 281–​308. MR 2013140 Zbl 1076.​32019

[62]N. Hitchin: “A lec­ture on the oc­ta­hed­ron,” Bull. Lon­don Math. Soc. 35 : 5 (2003), pp. 577–​600. MR 1989487 Zbl 1044.​34050

[63]N. Hitchin: “Spe­cial holonomy and bey­ond,” pp. 159–​175 in Strings and geo­metry. Edi­ted by M. Douglas, J. Gaunt­lett, and M. Gross. Clay Math. Proc. 3. Amer. Math. Soc. (Provid­ence, RI), 2004. MR 2103721 Zbl 1158.​53329

[64]S. A. Cher­kis and N. J. Hitchin: “Grav­it­a­tion­al in­stan­tons of type \( D_k \),” Comm. Math. Phys. 260 : 2 (2005), pp. 299–​317. MR 2177322 Zbl 1085.​53038

[65]N. Hitchin: “Brack­ets, forms and in­vari­ant func­tion­als,” Asi­an J. Math. 10 : 3 (2006), pp. 541–​560. MR 2253158 Zbl 1113.​53030

[66] article N. J. Hitchin: “Shi­ing-Shen Chern: 1911–2004,” Bull. Lon. Math. Soc. 38 : 3 (2006), pp. 507–​519. MR 2239046 Zbl 1093.​01011

[67]N. Hitchin: “In­stan­tons, Pois­son struc­tures and gen­er­al­ized Kähler geo­metry,” Comm. Math. Phys. 265 : 1 (2006), pp. 131–​164. MR 2217300

[68]Per­spect­ives in Rieman­ni­an geo­metry (Mon­tréal, QC, June–Ju­ly 2004). Edi­ted by V. Aposto­lov, A. Dan­cer, N. Hitchin, and M. Wang. CRM Pro­ceed­ings & Lec­ture Notes 40. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2006. MR 2246249

[69]N. Hitchin: “Lang­lands du­al­ity and \( G_2 \) spec­tral curves,” Q. J. Math. 58 : 3 (2007), pp. 319–​344. MR 2354922 Zbl 1144.​14034

[70]N. Hitchin: “Bi­her­mitian met­rics on del Pezzo sur­faces,” J. Sym­plect­ic Geom. 5 : 1 (2007), pp. 1–​8. MR 2371181

[71]N. Hitchin: “Ein­stein met­rics and mag­net­ic mono­poles,” pp. 5–​29 in Géométrie différen­ti­elle, physique mathématique, mathématiques et société, vol. I. Astérisque 321. 2008. MR 2521642 Zbl 1180.​53051

[72]N. Hitchin: “Higgs bundles in the vec­tor rep­res­ent­a­tion,” pp. 473–​483 in Mod­uli spaces and vec­tor bundles. Edi­ted by S. B. Brad­low, L. Bram­bila-Paz, O. García-Pra­da, and S. Raman­an. Lon­don Math. Soc. Lec­ture Note Ser. 359. Cam­bridge Univ. Press, 2009. MR 2537079 Zbl 1187.​14039

[73]N. Hitchin: “Spher­ic­al har­mon­ics and the ico­sa­hed­ron,” pp. 215–​231 in Groups and sym­met­ries. Edi­ted by J. Har­nad and P. Win­tern­itz. CRM Proc. Lec­ture Notes 47. Amer. Math. Soc. (Provid­ence, RI), 2009. MR 2500563 Zbl 1185.​33016

[74]N. Hitchin: “Qua­ternion­ic Kähler mod­uli spaces,” pp. 49–​61 in Rieman­ni­an to­po­logy and geo­met­ric struc­tures on man­i­folds. Edi­ted by K. Galicki and S. R. Si­manca. Pro­gr. Math. 271. Birkhäuser (Bo­ston, MA), 2009. MR 2494168 Zbl 1187.​58014

[75]M. Atiyah: “Math­em­at­ic­al work of Nigel Hitchin,” pp. 11–​16 in The many fa­cets of geo­metry. Edi­ted by O. Gar­cía-Pra­da, J. P. Bour­guignon, and S. Sala­mon. Ox­ford Uni­versity Press (New York), 2010. MR 2681683 Zbl 1206.​01039 incollection

[76]M. Atiyah, R. Dijk­graaf, and N. Hitchin: “Geo­metry and phys­ics,” Philos. Trans. R. Soc. Lond. Ser. A 368 : 1914 (2010), pp. 913–​926. MR 2587923 Zbl pre05764159 article

[77]N. Hitchin: “Geo­metry and phys­ics: a per­son­al view,” pp. 1–​10 in The many fa­cets of geo­metry: A trib­ute to Nigel Hitchin. Edi­ted by O. García-Pra­da, J. P. Bour­guignon, and S. Sala­mon. Ox­ford Univ. Press (Ox­ford), 2010. MR 2681682 Zbl 1207.​01025

[78]N. Hitchin: “Vec­tor bundles and the ico­sa­hed­ron,” pp. 71–​87 in Vec­tor bundles and com­plex geo­metry. Edi­ted by O. García-Pra­da, P. E. News­tead, L. Álvarez-Cónsul, I. Biswas, S. B. Brad­low, and T. L. Gómez. Con­temp. Math. 522. Amer. Math. Soc. (Provid­ence, RI), 2010. MR 2681722 Zbl 1227.​14036

[79]N. Hitchin: “Gen­er­al­ized geo­metry: An in­tro­duc­tion,” pp. 185–​208 in Hand­book of pseudo-Rieman­ni­an geo­metry and su­per­sym­metry. Edi­ted by V. Cortés. IRMA Lect. Math. The­or. Phys. 16. Eur. Math. Soc., Zürich, 2010. MR 2681591 Zbl 05785752

[80]The many fa­cets of geo­metry: A trib­ute to Nigel Hitchin. Edi­ted by O. García-Pra­da, J. P. Bour­guignon, and S. Sala­mon. Ox­ford Uni­versity Press (Ox­ford), 2010. MR 2605793

[81]N. Hitchin: “Book re­view: ‘The shape of in­ner space’,” No­tices Amer. Math. Soc. 58 : 2 (2011), pp. 311–​312. MR 2768123

[82]N. Hitchin: “Gen­er­al­ized holo­morph­ic bundles and the \( B \)-field ac­tion,” J. Geom. Phys. 61 : 1 (2011), pp. 352–​362. MR 2747007 Zbl 1210.​53079