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Celebratio Mathematica

Dmitry Fuchs

Complete Bibliograhy

[1] A. M. Vino­gradov, B. De­lone, and D. Fuks: “Ra­tion­al ap­prox­im­a­tions to ir­ra­tion­al num­bers with bounded par­tial quo­tients,” Dokl. Akad. Nauk SSSR (N.S.) 118 : 5 (1958), pp. 862–​865. MR 101227 Zbl 0080.​26502 article

[2] D. B. Fuks and A. S. Švarc: “Cyc­lic products of a poly­hed­ron and the im­bed­ding prob­lem,” Dokl. Akad. Nauk SSSR 125 (1959), pp. 285–​288. MR 106467 Zbl 0087.​38301 article

[3] D. B. Fuks: “On ho­mo­topy du­al­ity,” Dokl. Akad. Nauk SSSR 141 : 4 (1961), pp. 818–​821. An Eng­lish trans­la­tion was pub­lished in Sov. Math., Dokl. 2 (1961). MR 137115 article

[4] D. B. Fuks: “On du­al­ity in ho­mo­topy the­ory,” Sov. Math., Dokl. 2 (1961), pp. 1575–​1578. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Dokl. Akad. Nauk SSSR 141:4 (1961). Zbl 0113.​17002 article

[5] D. B. Fuks and A. S. Švarc: “K go­mo­topicheskoy teorii funk­t­orov v kat­egorii to­po­lo­gicheskix pros­tran­stv” [On the ho­mo­topy the­ory of func­tors in the cat­egory of to­po­lo­gic­al spaces], Dokl. Akad. Nauk SSSR 143 : 3 (1962), pp. 543–​546. An Eng­lish trans­la­tion was pub­lished in Sov. Math., Dokl. 3 (1962). MR 137116 article

[6] D. B. Fuks and A. S. Shvarts: “On the ho­mo­topy the­ory of func­tors in the cat­egory of to­po­lo­gic­al spaces,” Sov. Math., Dokl. 3 (1962), pp. 444–​447. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Dokl. Akad. Nauk SSSR 143:3 (1962). Zbl 0126.​18504 article

[7] D. B. Fuks: “Nat­ur­al map­pings of func­tors in a cat­egory of to­po­lo­gic­al spaces,” Mat. Sb. (N.S.) 62(104) : 2 (1963), pp. 160–​179. An Eng­lish trans­la­tion was pub­lished in Fif­teen pa­pers on al­gebra (1963). MR 165478 Zbl 0149.​20003 article

[8] D. B. Fuks: “Nat­ur­al map­pings of func­tors in the cat­egory of to­po­lo­gic­al spaces,” pp. 267–​287 in Fif­teen pa­pers on al­gebra. Edi­ted by N. I. Ahiez­er, S. D. Ber­man, K. K. Bil­levic, I. V. Boga­cen­ko, and S. P. De­muskin. Amer­ic­an Math­em­at­ic­al So­ci­ety Trans­la­tions. Series 2 50. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1963. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Mat. Sb. 62(104):2 (1963). Zbl 0178.​26103 incollection

[9] D. B. Fuks: “Ei­len­berg–MacLane com­plexes,” Us­pehi Mat. Nauk 21 : 5(131) (1966), pp. 213–​215. MR 206949 article

[10] D. B. Fuks: “Spec­tral se­quences of fiber­ings,” Us­pehi Mat. Nauk 21 : 5(131) (1966), pp. 149–​180. An Eng­lish trans­la­tion was pub­lished in Russ. Math. Surv. 21:5 (1966). MR 208600 article

[11] D. B. Fuks: “Eck­mann–Hilton du­al­ity and the­ory of func­tors in the cat­egory of to­po­lo­gic­al spaces,” Us­pehi Mat. Nauk 21 : 2(128) (1966), pp. 3–​40. An Eng­lish trans­la­tion was pub­lished in Russ. Math. Surv. 21:2 (1966). MR 216498 article

[12] D. B. Fuks: “Eck­mann–Hilton du­al­ity and the the­ory of func­tors in the cat­egory of to­po­lo­gic­al spaces,” Russ. Math. Surv. 21 : 2 (1966), pp. 1–​33. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Us­pehi Mat. Nauk 21:2(128) (1966). Zbl 0153.​53203 article

[13] D. B. Fuks: “Ei­len­berg–MacLane com­plexes,” Russ. Math. Surv. 21 : 5 (1966), pp. 205–​207. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Us­pehi Mat. Nauk 21:5(131) (1966). Zbl 0168.​21001 article

[14] D. B. Fuks: “The spec­tral se­quence of a fiber­ing,” Russ. Math. Surv. 21 : 5 (1966), pp. 141–​171. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Us­pehi Mat. Nauk 21:5(131) (1966). Zbl 0169.​54701 article

[15] D. B. Fuks: “Du­al­ity of func­tors in the cat­egory of ho­mo­topy types,” Dokl. Akad. Nauk SSSR 175 : 6 (1967), pp. 1232–​1235. An Eng­lish trans­la­tion was pub­lished in Sov. Math., Dokl. 8 (1967). MR 220282 article

[16] D. B. Fuks: “Some re­marks on the du­al­ity of func­tors in the cat­egory of abeli­an groups,” Dokl. Akad. Nauk SSSR 176 : 2 (1967), pp. 273–​276. MR 220802 Zbl 0201.​02402 article

[17] I. M. Gel’fand and D. B. Fuks: “Co­homo­logy of Lie groups with real coef­fi­cients,” Dokl. Akad. Nauk SSSR 176 : 1 (1967), pp. 24–​27. An Eng­lish trans­la­tion was pub­lished in Sov. Math., Dokl. 8 (1967). MR 226664 article

[18] I. M. Gel’fand and D. B. Fuks: “To­po­lo­gic­al in­vari­ants of non­com­pact Lie groups con­nec­ted with in­fin­ite di­men­sion­al rep­res­ent­a­tions,” Dokl. Akad. Nauk SSSR 177 : 4 (1967), pp. 763–​766. An Eng­lish trans­la­tion was pub­lished in Sov. Math., Dokl. 8 (1967). MR 226665 article

[19] I. M. Gel’fand and D. B. Fuks: “The to­po­logy of non­com­pact Lie groups,” Funk­cion­al. Anal. i Priložen. 1 : 4 (October 1967), pp. 33–​45. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 1:4 (1967). MR 226666 article

[20] D. Fuks, A. Fo­men­ko, and V. Gut­en­ma­h­er: Go­mo­topicheskaya to­po­lo­giya [Ho­mo­top­ic to­po­logy]. Izda­tel’stvo Moskovskogo Uni­versiteta (Mo­scow), 1967. This and part 2 were com­bined in­to a single volume in 1969. MR 254845 book

[21] D. B. Fuks: “Du­al­ity of func­tors in the cat­egory of ho­mo­topy types,” Sov. Math., Dokl. 8 (1967), pp. 1007–​1010. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Dokl. Akad. Nauk SSSR 175:6 (1967). Zbl 0153.​53204 article

[22] I. M. Gel’fand and D. B. Fuks: “To­po­logy of non­com­pact Lie groups,” Funct. Anal. Ap­pl. 1 : 4 (October 1967), pp. 285–​295. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funk­cion­al. Anal. i Priložen. 1:4 (1967). Zbl 0169.​54702 article

[23] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of Lie groups with real coef­fi­cients,” Sov. Math., Dokl. 8 (1967), pp. 1031–​1034. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Dokl. Akad. Nauk SSSR 176:1 (1967). Zbl 0169.​54801 article

[24] I. M. Gel’fand and D. B. Fuks: “To­po­lo­gic­al in­vari­ants of non­com­pact Lie groups re­lated to in­fin­ite- di­men­sion­al rep­res­ent­a­tions,” Sov. Math., Dokl. 8 (1967), pp. 1483–​1486. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Dokl. Akad. Nauk SSSR 177:4 (1967). Zbl 0169.​54802 article

[25] D. B. Fuks: “The Maslov–Arn­ol’d char­ac­ter­ist­ic classes,” Dokl. Akad. Nauk SSSR 178 : 2 (1968), pp. 303–​306. An Eng­lish trans­la­tion was pub­lished in Sov. Math., Dokl. 9 (1968). MR 225340 article

[26] I. M. Gel’fand and D. B. Fuks: “Clas­si­fy­ing spaces for prin­cip­al bundles with Haus­dorff bases,” Dokl. Akad. Nauk SSSR 181 : 3 (1968), pp. 515–​518. An Eng­lish trans­la­tion was pub­lished in Sov. Math., Dokl. 9:3 (1968). MR 232391 article

[27] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of the Lie al­gebra of vec­tor fields on the circle,” Funk­cion­al. Anal. i Priložen. 2 : 4 (1968), pp. 92–​93. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 2:4 (1968). MR 245035 article

[28] D. B. Fuks: “Maslov–Arn­ol’d char­ac­ter­ist­ic classes,” Sov. Math., Dokl. 9 (1968), pp. 96–​99. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Dokl. Akad. Nauk SSSR 178:2 (1968). Zbl 0175.​20304 article

[29] I. M. Gel’fand and D. B. Fuks: “The co­homo­lo­gies of the Lie al­gebra of the vec­tor fields in a circle,” Funct. Anal. Ap­pl. 2 : 4 (October 1968), pp. 342–​343. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkts. Anal. Prilozh. 2:4 (1968). Zbl 0176.​11501 article

[30] I. M. Gel’fand and D. B. Fuks: “On clas­si­fy­ing spaces for prin­cip­al fiber­ings with Haus­dorff bases,” Sov. Math., Dokl. 9 : 3 (1968), pp. 851–​854. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Dokl. Akad. Nauk SSSR 181:3 (1968). Zbl 0181.​26602 article

[31] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of the Lie al­gebra of vec­tor fields on a man­i­fold,” Funk­cion­al. Anal. i Priložen. 3 : 2 (1969), pp. 87. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 3:2 (1969). MR 245036 article

[32] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of the Lie al­gebra of tan­gent vec­tor fields of a smooth man­i­fold,” Funk­cion­al. Anal. i Priložen. 3 : 3 (1969), pp. 32–​52. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 3:3 (1969). MR 256411 article

[33] D. B. Fuks, A. T. Fo­men­ko, and V. L. Gut­en­ma­h­er: Go­mo­topicheskaya to­po­lo­giya [Ho­mo­top­ic to­po­logy]. Izda­tel’stvo Moskovskogo Uni­versiteta (Mo­scow), 1969. This com­bines Part 1 (1967) and Part 2 (1968). Eng­lish trans­la­tions were pub­lished in 1986 and 2016. Zbl 0189.​54001 book

[34] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of Lie al­geb­ras of vec­tor fields on a man­i­fold,” Funct. Anal. Ap­pl. 3 : 2 (April 1969), pp. 155. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkts. Anal. Prilozh. 3:2 (1969). article

[35] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of Lie al­gebra of tan­gen­tial vec­tor fields of a smooth man­i­fold,” Funct. Anal. Ap­pl. 3 : 3 (July 1969), pp. 194–​210. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funk­cion­al. Anal. i Priložen. 3:3 (1969). Zbl 0216.​20301 article

[36] D. B. Fuchs: “The arith­met­ic of bi­no­mi­al coef­fi­cients,” Kvant 1970 : 6 (1970), pp. 17–​25. An Eng­lish trans­la­tion ap­peared in Kvant se­lecta: Al­gebra and ana­lys­is, I (1999). article

[37] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of the Lie al­gebra of form­al vec­tor fields,” Izv. Akad. Nauk SSSR Ser. Mat. 34 : 2 (1970), pp. 322–​337. MR 266195 article

[38] D. B. Fuks: “Co­homo­logy of the braid group \( \operatorname{mod} 2 \),” Funk­cion­al. Anal. i Priložen. 4 : 2 (1970), pp. 62–​73. An Eng­lish trans­la­tion was pub­lished (with a slightly dif­fer­ent title) in Funct. Anal. Ap­pl. 4:2 (1970). MR 274463 article

[39] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of the Lie al­gebra of smooth vec­tor fields,” Dokl. Akad. Nauk SSSR 190 : 6 (1970), pp. 1267–​1270. An Eng­lish trans­la­tion was pub­lished in Sov. Math., Dokl. 11 (1970). MR 285023 article

[40] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of the Lie al­gebra of tan­gent vec­tor fields of a smooth man­i­fold, II,” Funk­cion­al. Anal. i Priložen. 4 : 2 (1970), pp. 23–​31. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 4:2 (1970). MR 285024 article

[41] I. M. Gel’fand and D. B. Fuks: “Up­per bounds for the co­homo­logy of in­fin­ite-di­men­sion­al Lie al­geb­ras,” Funk­cion­al. Anal. i Priložen. 4 : 4 (1970), pp. 70–​71. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 4:4 (1970). MR 287589 article

[42] I. M. Gel’fand and D. B. Fuks: “Cycles that rep­res­ent co­homo­logy classes of the Lie al­gebra of form­al vec­tor fields,” Usp. Mat. Nauk 25 : 5(155) (1970), pp. 239–​240. MR 293660 Zbl 0216.​20401 article

[43] I. M. Gel’fand and D. B. Fuks: “Co­homolgy of Lie al­geb­ras of vec­tor fields with non­trivi­al coef­fi­cients,” Funk­cion­al. Anal. i Priložen. 4 : 3 (1970), pp. 10–​25. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 4:3 (1970). MR 298703 article

[44] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of Lie al­gebra of tan­gen­tial vec­tor fields, II,” Funct. Anal. Ap­pl. 4 : 2 (April 1970), pp. 110–​116. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkts. Anal. Prilozh. 4:2 (1970). Zbl 0208.​51401 article

[45] D. B. Fuks: “Co­homo­lo­gies of the group COS \( \mathrm{mod} 2 \),” Funct. Anal. Ap­pl. 4 : 2 (April 1970), pp. 143–​151. Eng­lish trans­la­tion (with slightly dif­fer­ent title) of Rus­si­an ori­gin­al pub­lished in Funk­cion­al. Anal. i Priložen. 4:2 (1970). Zbl 0222.​57031 article

[46] I. M. Gel’fand and D. B. Fuks: “Co­homo­lo­gies of Lie al­gebra of vec­tor fields with non­trivi­al coef­fi­cients,” Funct. Anal. Ap­pl. 4 : 3 (July 1970), pp. 181–​192. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funk­cion­al. Anal. i Priložen. 4:3 (1970). Zbl 0222.​58001 article

[47] I. M. Gel’fand and D. B. Fuks: “Up­per bounds for co­homo­logy of in­fin­ite-di­men­sion­al Lie al­geb­ras,” Funct. Anal. Ap­pl. 4 : 4 (October 1970), pp. 323–​324. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funk­cion­al. Anal. i Priložen. 4:4 (1970). Zbl 0224.​18013 article

[48] I. M. Gel’fand and D. B. Fuks: “On co­homo­lo­gies of the Lie al­gebra of smooth vec­tor fields,” Sov. Math., Dokl. 11 (1970), pp. 268–​271. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Dokl. Akad. Nauk SSSR 190:6 (1970). Zbl 0264.​17005 article

[49] D. B. Fuchs: “On best ap­prox­im­a­tions, I,” Kvant 1971 : 6 (1971), pp. 1–​7. An Eng­lish trans­la­tion ap­peared in Kvant se­lecta: Al­gebra and ana­lys­is, I (1999). article

[50] D. B. Fuchs: “On best ap­prox­im­a­tions, II,” Kvant 1971 : 11 (1971), pp. 8–​15. An Eng­lish trans­la­tion ap­peared in Kvant se­lecta: Al­gebra and ana­lys­is, I (1999). article

[51] D. B. Fuks: “Go­mo­topicheskaya to­po­lo­giya” [Ho­mo­top­ic to­po­logy], pp. 71–​122 in Al­gebra. To­po­lo­gija. Geo­met­rija. 1969 [Al­gebra. To­po­logy. Geo­metry. 1969]. Edi­ted by R. V. Gamkrelidze. Al­gebra. Geo­met­riya. To­po­lo­giya. VIN­ITI (Mo­scow), 1971. An Eng­lish trans­la­tion was pub­lished in J. Sov. Math. 1:3 (1973). Zbl 0215.​24301 incollection

[52] I. M. Gel’fand and D. B. Fuks: “Co­homo­logy of the Lie al­gebra of form­al vec­tor fields,” Math. USSR, Izv. 4 : 2 (April 1971), pp. 327–​342. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Izv. Akad. Nauk SSSR Ser. Mat. 34:2. Zbl 0216.​20302 article

[53] I. M. Gel’fand, D. A. Kazh­dan, and D. B. Fuks: “The ac­tions of in­fin­ite-di­men­sion­al Lie al­geb­ras,” Funk­cion­al. Anal. i Priložen. 6 : 1 (1972), pp. 10–​15. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 6:1 (1972). MR 301767 article

[54] I. M. Gel’fand, D. I. Ka­lin­in, and D. B. Fuks: “Co­homo­logy of the Lie al­gebra of Hamilto­ni­an form­al vec­tor fields,” Funk­cion­al. Anal. i Priložen. 6 : 3 (1972), pp. 25–​29. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 6:3 (1973). MR 312531 article

[55] I. M. Gel’fand, D. A. Kazh­dan, and D. B. Fuks: “The ac­tions of in­fin­ite-di­men­sion­al Lie al­geb­ras,” Funct. Anal. Ap­pl. 6 : 1 (January 1972), pp. 9–​13. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funk­cion­al. Anal. i Priložen. 6:1 (1972). Zbl 0267.​18023 article

[56] D. B. Fuchs: “Ra­tion­al ap­prox­im­a­tions and tran­scend­ence,” Kvant 1973 : 12 (1973), pp. 9–​11. An Eng­lish trans­la­tion ap­peared in Kvant se­lecta: Al­gebra and ana­lys­is, I (1999). article

[57] I. M. Gel’fand and D. B. Fuks: “PL-fo­li­ations,” Funk­cion­al. Anal. i Priložen. 7 : 4 (1973), pp. 29–​37. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 7:4 (1974). MR 339195 article

[58] D. B. Fuks: “Char­ac­ter­ist­ic classes of fo­li­ations,” Usp. Mat. Nauk 28 : 2(170) (1973), pp. 3–​17. An Eng­lish trans­la­tion was pub­lished in Russ. Math. Surv. 28:2 (1973). MR 415635 Zbl 0272.​57012 article

[59] I. M. Gel’fand, D. I. Ka­lin­in, and D. B. Fuks: “Co­homo­logy of the Lie al­gebra of Hamilto­ni­an form­al vec­tor fields,” Funct. Anal. Ap­pl. 6 : 3 (July 1973), pp. 193–​196. Zbl 0259.​57023 article

[60] D. B. Fuks: “Char­ac­ter­ist­ic classes of fo­li­ations,” Russ. Math. Surv. 28 : 2 (April 1973), pp. 1–​16. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Usp. Mat. Nauk 28:2(170). Zbl 0274.​57005 article

[61] D. B. Fuks: “Ho­mo­top­ic to­po­logy,” J. Sov. Math. 1 : 3 (1973), pp. 333–​362. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Al­gebra. To­po­lo­gija. Geo­met­rija. 1969 (1971). Zbl 0286.​55006 article

[62] D. B. Fuks: “Quil­len­iz­a­tion and bor­d­isms,” Funk­cion­al. Anal. i Priložen. 8 : 1 (1974), pp. 36–​42. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 8:1 (1974). MR 343301 article

[63] I. M. Gel’fand, B. L. Feĭ­gin, and D. B. Fuks: “Co­homo­logy of the Lie al­gebra of form­al vec­tor fields with coef­fi­cients in its dual space and vari­ations of char­ac­ter­ist­ic classes of fo­li­ations,” Funk­cion­al. Anal. i Priložen. 8 : 2 (1974), pp. 13–​29. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 8:2 (1974). MR 356082 article

[64] S. G. Gindikin, A. A. Kir­illov, and D. B. Fuks: “The work of I. M. Gel’fand on func­tion­al ana­lys­is, al­gebra, and to­po­logy,” Usp. Mat. Nauk 29 : 1(175) (1974), pp. 195–​223. An Eng­lish trans­la­tion was pub­lished in Russ. Math. Surv. 29:1 (1974). MR 386977 Zbl 0288.​01022 article

[65] I. M. Gel’fand and D. B. Fuks: “PL-fo­li­ations, II,” Funk­cion­al. Anal. i Priložen. 8 : 3 (1974), pp. 7–​11. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 8:3 (1974). MR 418115 article

[66] S. G. Gindikin, A. A. Kir­illov, and D. B. Fuks: “The work of I. M. Gel’fand on func­tion­al ana­lys­is, al­gebra, and to­po­logy,” Russ. Math. Surv. 29 : 1 (February 1974), pp. 5–​35. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Usp. Mat. Nauk 29:1(175) (1974). Zbl 0294.​01031 article

[67] I. M. Gel’fand and D. B. Fuks: “PL-fo­li­ations,” Funct. Anal. Ap­pl. 7 : 4 (October 1974), pp. 278–​284. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funk­cion­al. Anal. i Priložen. 7:4 (1973). Zbl 0294.​57016 article

[68] I. M. Gel’fand, B. L. Fei­gin, and D. B. Fuks: “Co­homo­lo­gies of the Lie al­gebra of form­al vec­tor fields with coef­fi­cients in its ad­joint space and vari­ations of char­ac­ter­ist­ic classes of fo­li­ations,” Funct. Anal. Ap­pl. 8 : 2 (April 1974), pp. 99–​112. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funk­cion­al. Anal. i Priložen. 8:2 (1974). Zbl 0298.​57011 article

[69] I. M. Gel’fand and D. B. Fuks: “PL-fo­li­ations, II,” Funct. Anal. Ap­pl. 8 : 3 (July 1974), pp. 197–​200. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funk­cion­al. Anal. i Priložen. 8:3 (1974). Zbl 0316.​57010 article

[70] D. B. Fuks: “Quil­len­iz­a­tion and bor­d­isms,” Funct. Anal. Ap­pl. 8 : 1 (January 1974), pp. 31–​36. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funk­cion­al. Anal. i Priložen. 8:1 (1974). Zbl 0324.​57024 article

[71] D. B. Fuks: “Fi­nite-di­men­sion­al Lie al­geb­ras of form­al vec­tor fields and char­ac­ter­ist­ic classes of ho­mo­gen­eous fo­li­ations,” Math. USSR, Izv. 10 : 1 (February 1976), pp. 55–​62. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Izv. Akad. Nauk SSSR, Ser. Mat. 40:1 (1976). MR 413125 Zbl 0348.​57008 article

[72] D. B. Fuchs, A. M. Gab­ri­elov, and I. M. Gel’fand: “The Gauss–Bon­net the­or­em and the Atiyah–Pat­odi–Sing­er func­tion­als for the char­ac­ter­ist­ic classes of fo­li­ations,” To­po­logy 15 : 2 (1976), pp. 165–​188. MR 431199 Zbl 0347.​57009 article

[73] D. B. Fuks: “Fi­nite-di­men­sion­al Lie al­geb­ras of form­al vec­tor fields and char­ac­ter­ist­ic classes of ho­mo­gen­eous fo­li­ations,” Izv. Akad. Nauk SSSR, Ser. Mat. 40 : 1 (1976), pp. 57–​64. An Eng­lish trans­la­tion was pub­lished in Math. USSR, Izv. 10:1 (1976). Zbl 0336.​57016 article

[74] D. Fuchs: “Non-tri­vi­al­ite des classes ca­ra­ctéristiques de \( \mathfrak{g} \)-struc­tures: Ap­plic­a­tions aux vari­ations des classes ca­ra­ctéristiques de feuil­letages” [Non­tri­vi­al­ity of char­ac­ter­ist­ic classes of \( \mathfrak{g} \)-struc­tures: Ap­plic­a­tions to vari­ations of char­ac­ter­ist­ic classes of fo­li­ations], C. R. Acad. Sci., Par­is, Sér. A 284 (1977), pp. 1105–​1107. An­oth­er part of this (with identic­al title) was pub­lished in the same volume of C. R. Acad. Sci., Par­is, Sér. A. MR 433470 Zbl 0348.​57007 article

[75] D. Fuchs: “Non-tri­vi­al­ite des classes ca­ra­ctéristiques de \( \mathfrak{g} \)-struc­tures: Ap­plic­a­tion aux classes ca­ra­ctéristiques de feuil­letages” [Non­tri­vi­al­ity of char­ac­ter­ist­ic classes of \( \mathfrak{g} \)-struc­tures: Ap­plic­a­tions to vari­ations of char­ac­ter­ist­ic classes of fo­li­ations], C. R. Acad. Sci., Par­is, Sér. A 284 (1977), pp. 1017–​1019. An­oth­er part of this (with identic­al title) was pub­lished in the same volume of C. R. Acad. Sci., Par­is, Sér. A. Zbl 0348.​57006 article

[76] V. A. Rokh­lin and D. B. Fuks: Nach­al’nyj kurs to­po­lo­gii: Geo­met­richeskie glavy [Be­gin­ner’s course in to­po­logy: Geo­met­ric chapters]. Nauka (Mo­scow), 1977. A French trans­la­tion was pub­lished in 1981, an Eng­lish trans­la­tion in 1984. Zbl 0417.​55002 book

[77] D. B. Fuks: “Co­homo­logy of in­fin­ite-di­men­sion­al Lie al­geb­ras and char­ac­ter­ist­ic classes of fo­li­ations,” pp. 179–​285 in Ser­iya sovre­mennye prob­lemy matem­atiki [Cur­rent prob­lems in math­em­at­ics]. Ser­iya sovre­mennye prob­lemy matem­atiki 10. VIN­ITI (Mo­scow), 1978. An Eng­lish trans­la­tion was pub­lished in J. Sov. Math. 11:6 (1978). MR 513337 incollection

[78] I. M. Gel’fand, B. L. Fei­gin, and D. B. Fuks: “Co­homo­lo­gies of in­fin­ite di­men­sion­al Lie al­geb­ras and Laplace op­er­at­ors,” Funkts. Anal. Prilozh. 12 : 4 (1978), pp. 1–​5. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 12:4 (1979). MR 515625 Zbl 0396.​17008 article

[79] D. B. Fuks: “Co­homo­logy of in­fin­ite-di­men­sion­al Lie al­geb­ras and char­ac­ter­ist­ic classes of fo­li­ations,” J. Sov. Math. 11 : 6 (1978), pp. 922–​980. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Ser­iya sovre­mennye prob­lemy matem­atiki 10 (1978). Zbl 0499.​57001 article

[80] B. L. Feĭ­gin and D. B. Fuks: “In­vari­ant dif­fer­en­tial op­er­at­ors on the line,” Funkts. Anal. Prilozh. 13 : 4 (1979), pp. 91–​92. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 13:4 (1980). MR 554429 Zbl 0425.​58024 article

[81] I. M. Gel’fand, B. L. Fei­gin, and D. B. Fuks: “Co­homo­logy of in­fin­ite-di­men­sion­al Lie al­geb­ras and Laplace op­er­at­ors,” Funct. Anal. Ap­pl. 12 : 4 (1979), pp. 243–​247. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkts. Anal. Prilozh. 12:4 (1978). Zbl 0404.​17008 article

[82] B. L. Fei­gin and D. B. Fuks: “In­vari­ant dif­fer­en­tial op­er­at­ors on the line,” Funct. Anal. Ap­pl. 13 : 4 (1979), pp. 314–​315. Trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkts. Anal. Prilozh. 13:4 (1979). Zbl 0434.​58021 article

[83] B. L. Feĭ­gin and D. B. Fuks: “Ho­mo­logy of the Lie al­gebra of vec­tor fields on the line,” Funkts. Anal. Prilozh. 14 : 3 (1980), pp. 45–​60. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 14:3 (1980). MR 583800 Zbl 0482.​57010 article

[84] B. L. Feĭ­gin and D. B. Fuks: “Ho­mo­logy of the Lie al­gebra of vec­tor fields on the line,” Funct. Anal. Ap­pl. 14 : 3 (July 1980), pp. 201–​212. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkts. Anal. Prilozh. 14:3 (1980). Zbl 0487.​57011 article

[85] D. B. Fuchs: “On the re­mov­al of par­en­theses, on Euler, Gauss, and Mac­Don­ald, and on missed op­por­tun­it­ies,” Kvant 1981 : 8 (1981), pp. 12–​20. An Eng­lish trans­la­tions of this ap­peared in Kvant se­lecta: Al­gebra and ana­lys­is, II (1999) and A math­em­at­ic­al om­ni­bus (2007). article

[86] D. B. Fuks: “Fo­li­ations,” Itogi Nauki Tekh., Ser. Al­gebra To­po­lo­giya Geom. 18 : 2 (1981), pp. 151–​213. An Eng­lish trans­la­tion was pub­lished in J. Sov. Math. 18:2 (1981). MR 616646 article

[87] V. A. Rokh­lin and D. B. Fuks: Premi­er cours de to­po­lo­gie: Chapitres geométriques [Be­gin­ner’s course in to­po­logy: Geo­met­ric chapters]. Mir (Mo­scow), 1981. French trans­la­tion of 1977 Rus­si­an ori­gin­al. Zbl 0453.​55001 book

[88] D. B. Fuks: “Fo­li­ations,” J. Sov. Math. 18 : 2 (January 1981), pp. 255–​291. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Itogi Nauki Tekh., Ser. Al­gebra To­po­lo­giya Geom. 18:2 (1981). Zbl 0479.​57014 article

[89]B. L. Feĭ­gin and D. B. Fuks: “In­vari­ant skew-sym­met­ric dif­fer­en­tial op­er­at­ors on the line and Verma mod­ules over the Vi­ra­s­oro al­gebra,” Funct. Anal. Ap­pl. 16 : 2 (1982), pp. 114–​126. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkts. Anal. Prilozh. 16:2 (1982). MR 659165 Zbl 0505.​58031 article

[90] B. L. Feĭ­gin and D. B. Fuks: “Casimir op­er­at­ors in mod­ules over the Vi­ra­s­oro al­gebra,” Dokl. Akad. Nauk SSSR 269 : 5 (1983), pp. 1057–​1060. An Eng­lish trans­la­tion was pub­lished in Sov. Math., Dokl. 27 (1983). MR 701159 article

[91] B. L. Fei­gin and D. B. Fuks: “Verma mod­ules over the Vi­ra­s­oro al­gebra,” Funkts. Anal. Prilozh. 17 : 3 (July 1983), pp. 91–​92. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 17:3 (1983). MR 714236 Zbl 0526.​17010 article

[92] D. B. Fuks: “Stable co­homo­logy of Lie al­gebra of form­al vec­tor fields with tensor coef­fi­cients,” Funkts. Anal. Prilozh. 17 : 4 (1983), pp. 62–​69. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 17:4 (1983). MR 725416 article

[93] B. L. Fei­gin and D. B. Fuks: “Verma mod­ules over the Vi­ra­s­oro al­gebra,” Funct. Anal. Ap­pl. 17 : 3 (1983), pp. 241–​242. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkts. Anal. Prilozh. 17:3 (1983). Zbl 0529.​17010 article

[94] B. L. Fei­gin and D. B. Fuks: “Casimir op­er­at­ors in mod­ules over the Vi­ra­s­oro al­gebra,” Sov. Math., Dokl. 27 (1983), pp. 465–​469. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Dokl. Akad. Nauk SSSR 269:5 (1983). Zbl 0538.​17007 article

[95] D. B. Fuks: “Stable co­homo­lo­gies of Lie al­geb­ras of form­al vec­tor fields with tensor coef­fi­cients,” Funct. Anal. Ap­pl. 17 : 4 (1983), pp. 295–​301. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkts. Anal. Prilozh. 17:4 (1983). Zbl 0552.​17009 article

[96] B. L. Fei­gin and D. B. Fuks: “Stable co­homo­logy of the al­gebra \( W_n \) and re­la­tions of the al­gebra \( L_1 \),” Funkt­sion­al. Anal. i Prilozhen. 18 : 3 (1984), pp. 94–​95. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 18:3 (1984). MR 757265 article

[97] D. B. Fuks and V. A. Rokh­lin: Be­gin­ner’s course in to­po­logy: Geo­met­ric chapters. Uni­versitext. Spring­er (Ber­lin), 1984. Eng­lish trans­la­tion of 1977 Rus­si­an ori­gin­al. MR 759162 Zbl 0562.​54003 book

[98] B. L. Feĭ­gin and D. B. Fuchs: “Verma mod­ules over the Vi­ra­s­oro al­gebra,” pp. 230–​245 in To­po­logy: Gen­er­al and al­geb­ra­ic to­po­logy, and ap­plic­a­tions (Len­in­grad, 23–27 Au­gust 1982). Edi­ted by L. D. Fad­deev and A. A. Mal’tsev. Lec­ture Notes in Math­em­at­ics 1060. Spring­er (Ber­lin), 1984. MR 770243 Zbl 0549.​17010 incollection

[99] B. L. Fei­gin and D. B. Fuks: “Stable co­homo­logy of the al­gebra \( W_n \) and re­la­tions of the al­gebra \( L_1 \),” Funct. Anal. Ap­pl. 18 : 3 (July 1984), pp. 264–​266. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkt­sion­al. Anal. i Prilozhen. 18:3 (1984). Zbl 0559.​17008 article

[100] D. B. Fuks and D. A. Leites: “Co­homo­logy of Lie su­per­al­geb­ras,” C. R. Acad. Bulg. Sci. 37 : 12 (1984), pp. 1595–​1596. MR 826386 Zbl 0586.​17005 article

[101] B. L. Fei­gin and D. B. Fuks: “Rep­res­ent­a­tions of the Vi­ra­s­oro al­gebra,” pp. 78–​94 in Met­ody to­po­lo­gii i rim­ano­voj geo­met­rii v matem­aticheskoj fiz­ike [Meth­ods of to­po­logy and Rieman­ni­an geo­metry in math­em­at­ic­al phys­ics] (Druskininkai, Lithuania, 23–27 May 1983). Edi­ted by A. Matuzyavichy­us. Min­is­ter­stvo Vysshego i Sred­ne­go Spet­si­al’nogo Obrazovan­iya Litovskoj SSR (Vil­ni­us), 1984. This was later de­veloped in a 1986 Stock­holm Uni­versity re­search re­port and then fur­ther in Rep­res­ent­a­tion of Lie groups and re­lated top­ics (1990). Zbl 0642.​17007 incollection

[102] D. B. Fuks: “Fi­nite-di­men­sion­al­ity of the ho­mo­logy of the Lie al­gebra of Hamilto­ni­an vec­tor fields on the plane,” Funkt­sion­al. Anal. i Prilozhen. 19 : 4 (1985), pp. 68–​73. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 19:4 (1985). MR 820086 article

[103] D. B. Fuks: “Fi­nite di­men­sion­al­ity of ho­mo­lo­gies of the Lie al­gebra of Hamilto­ni­an vec­tor fields on the plane,” Funct. Anal. Ap­pl. 19 : 4 (October 1985), pp. 305–​310. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkt­sion­al. Anal. i Prilozhen. 19:4 (1985). Zbl 0599.​17008 article

[104] B. L. Fei­gin and D. B. Fuchs: Rep­res­ent­a­tions of the Vi­ra­s­oro al­gebra. Re­search re­port 25, De­part­ment of Math­em­at­ics, Stock­holm Uni­versity, 1986. A ver­sion of this was pub­lished in Rep­res­ent­a­tion of Lie groups and re­lated top­ics (1990). techreport

[105] D. B. Fuks: Ko­go­mo­lo­gii be­skonech­nomernykh al­gebr Li [Co­homo­logy of in­fin­ite-di­men­sion­al Lie al­geb­ras]. Nauka (Mo­scow), 1986. An Eng­lish trans­la­tion was pub­lished in 1986. MR 772201 Zbl 0592.​17011 book

[106] F. G. Ma­likov, B. L. Fei­gin, and D. B. Fuks: “Sin­gu­lar vec­tors in Verma mod­ules over Kac–Moody al­geb­ras,” Funkt­sion­al. Anal. i Prilozhen. 20 : 2 (1986), pp. 25–​37. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funct. Anal. Ap­pl. 20:2 (1986). MR 847136 article

[107] V. I. Arn­ol’d, A. M. Ver­shik, O. Ya. Viro, A. N. Kolmogorov, S. P. Novikov, Ya. G. Sinaj, and D. B. Fuks: “Vladi­mir Ab­ramovich Rokh­lin (ob­it­u­ary),” Usp. Mat. Nauk 41 : 3(249) (1986), pp. 159–​163. An Eng­lish trans­la­tion was pub­lished in Russ. Math. Surv. 41:3(1986). MR 854242 Zbl 0604.​01010 article

[108] A. T. Fo­men­ko, D. B. Fuks, and V. L. Gut­en­mach­er: Ho­mo­top­ic to­po­logy. Akadémi­ai Ki­adó (Bud­apest), 1986. Eng­lish trans­la­tion of 1969 Rus­si­an ori­gin­al. A second, ex­pan­ded edi­tion was pub­lished in 2016. MR 873943 Zbl 0615.​55001 book

[109] D. B. Fuks: Co­homo­logy of in­fin­ite-di­men­sion­al Lie al­geb­ras. Con­tem­por­ary So­viet math­em­at­ics. Con­sult­ants Bur­eau (New York), 1986. Eng­lish trans­la­tion of 1984 Rus­si­an ori­gin­al. MR 874337 Zbl 0667.​17005 book

[110] D. B. Fuks: “Clas­sic­al man­i­folds,” pp. 253–​314. Edi­ted by S. P. Novikov, D. B. Fuks, and R. V. Gamkrelidze. Ser­iya sovre­mennye prob­lemy matem­atiki: Fun­da­ment­al’nye napravlen­iya 12. VIN­ITI (Mo­scow), 1986. An Eng­lish trans­la­tion ap­peared in To­po­logy II (2004). MR 895593 Zbl 0671.​57001 incollection

[111] V. I. Arn­ol’d, A. M. Ver­shik, O. Ya. Viro, A. N. Kolmogorov, S. P. Novikov, Ya. G. Sinaj, and D. B. Fuks: “Vladi­mir Ab­ramovich Rokh­lin (ob­it­u­ary),” Russ. Math. Surv. 41 : 3 (June 1986), pp. 189–​195. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Usp. Mat. Nauk 41:3(249) (1986). Zbl 0608.​01032 article

[112] F. G. Ma­likov, B. L. Fei­gin, and D. B. Fuks: “Sin­gu­lar vec­tors in Verma mod­ules over Kac–Moody al­geb­ras,” Funct. Anal. Ap­pl. 20 : 2 (April 1986), pp. 103–​113. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkt­sion­al. Anal. i Prilozhen. 20:2 (1986). Zbl 0616.​17010 article

[113] To­po­lo­giya–I [To­po­logy–I]. Edi­ted by S. P. Novikov, D. B. Fuks, and R. V. Gamkrelidze. Ser­iya Sovre­mennye Prob­lemy Matem­atiki. Fun­da­ment­al’nye Napravlen­iya 12. VIN­ITI (Mo­scow), 1986. An Eng­lish trans­la­tion was pub­lished in 1996. MR 895591 Zbl 0639.​00031 book

[114] B. L. Feĭ­gin and D. B. Fuks: “Co­homo­logy of Lie groups and Lie al­geb­ras,” pp. 121–​209 in Lie groups and Lie al­geb­ras–2. Ser­iya sovre­mennye prob­lemy matem­atiki: Fun­da­ment­al’nye napravlen­iya 21. VIN­ITI (Mo­scow), 1988. An Eng­lish trans­la­tion ap­peared in Lie groups and {Lie al­geb­ras, {II}} (2000). MR 968446 Zbl 0653.​17008 incollection

[115] B. L. Fei­gin, D. B. Fuks, and V. S. Re­takh: “Mas­sey op­er­a­tions in the co­homo­logy of the in­fin­ite di­men­sion­al Lie al­gebra \( L_1 \),” pp. 13–​31 in To­po­logy and geo­metry: Rohlin semin­in­ar. Edi­ted by O. Ya. Viro. Lec­ture Notes in Math­em­at­ics 1346. Spring­er (Ber­lin), 1988. MR 970070 Zbl 0653.​17010 incollection

[116] O. Ya. Viro and D. B. Fuks: “In­tro­duc­tion to ho­mo­topy the­ory,” pp. 6–​121 in To­po­lo­giya–2 [To­po­logy–2]. Ser­iya sovre­mennye prob­lemy matem­atiki: Fun­da­ment­al’nye napravlen­iya 24. VIN­ITI (Mo­scow), 1988. An Eng­lish trans­la­tion ap­peared in To­po­logy II (2004). MR 987942 Zbl 0674.​55001 incollection

[117] O. Ya. Viro and D. B. Fuks: “Ho­mo­logy and co­homo­logy,” pp. 123–​240 in To­po­lo­giya–2 [To­po­logy–2]. Edi­ted by S. P. Novikov, V. A. Rokh­lin, and R. V. Gamkrelidze. Ser­iya sovre­mennye prob­lemy matem­atiki: Fun­da­ment­al’nye napravlen­iya 24. VIN­ITI (Mo­scow), 1988. An Eng­lish trans­la­tion ap­peared in To­po­logy II (2004). MR 987943 Zbl 0674.​55002 incollection

[118] B. L. Fei­gin and D. B. Fuks: “Co­homo­logy of some nil­po­tent sub­al­geb­ras of the Vi­ra­s­oro and Kac–Moody Lie al­geb­ras,” J. Geom. Phys. 5 : 2 (1988), pp. 209–​235. Ded­ic­ated to I. M. Gel­fand on his 75th birth­day. MR 1029428 Zbl 0692.​17008 article

[119] D. Fuchs: “On po­et­ic feet,” Kvant 2 (1988), pp. 17–​24. In Rus­si­an. article

[120] D. B. Fuks: “Two pro­jec­tions of sin­gu­lar vec­tors of Verma mod­ules over the af­fine Lie al­gebra \( A^1_1 \),” Funkts. Anal. Prilozh. 23 : 2 (1989), pp. 81–​83. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 23:2 (1989). MR 1011370 article

[121] A. T. Fo­men­ko and D. B. Fuks: Kurs go­mo­topicheskoj to­po­lo­gii [A course in ho­mo­top­ic to­po­logy]. Nauka (Mo­scow), 1989. Zbl 0675.​55001 book

[122] D. B. Fuks: “Two pro­jec­tions of sin­gu­lar vec­tors of Verma mod­ules over the af­fine Lie al­gebra \( A^1_1 \),” Funct. Anal. Ap­pl. 23 : 2 (April 1989), pp. 154–​156. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkts. Anal. Prilozh. 23:2 (1989). Zbl 0707.​17014 article

[123] B. L. Fei­gin and D. B. Fuchs: “Rep­res­ent­a­tions of the Vi­ra­s­oro al­gebra,” pp. 465–​554 in Rep­res­ent­a­tion of Lie groups and re­lated top­ics. Edi­ted by A. M. Ver­shik and D. P. Zh­el­oben­ko. Ad­vanced Stud­ies in Con­tem­por­ary Math­em­at­ics 7. Gor­don and Breach (New York), 1990. An earli­er ver­sion of this ap­peared as a Stock­holm Uni­versity re­search re­port (1986). MR 1104280 Zbl 0722.​17020 incollection

[124] D. B. Fuchs: “On So­viet math­em­at­ics of the 1950s and 1960s,” pp. 213–​222 in Golden years of Mo­scow math­em­at­ics. Edi­ted by S. Zdravkovska and P. L. Duren. His­tory of Math­em­at­ics 6. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1993. MR 1246573 incollection

[125] Un­con­ven­tion­al Lie al­geb­ras. Edi­ted by D. Fuchs. Ad­vances in So­viet Math­em­at­ics 17. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1993. MR 1254723 Zbl 0782.​00026 book

[126] A. B. As­tashkevich and D. B. Fuchs: “On the co­homo­logy of the Lie su­per­al­gebra \( W(m|n) \),” pp. 1–​13 in Un­con­ven­tion­al Lie al­geb­ras. Edi­ted by D. Fuchs. Ad­vances in So­viet Math­em­at­ics 17. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1993. MR 1254724 Zbl 0801.​17021 incollection

[127] D. Fuchs: “Sin­gu­lar vec­tors over the Vi­ra­s­oro al­gebra and ex­ten­ded Verma mod­ules,” pp. 65–​74 in Un­con­ven­tion­al Lie al­geb­ras. Edi­ted by D. Fuchs. Ad­vances in So­viet Math­em­at­ics 17. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1993. MR 1254726 Zbl 0827.​17028 incollection

[128] D. Fuchs and A. Schwarz: “Mat­rix Vi­eta the­or­em,” pp. 15–​22 in Lie groups and Lie al­geb­ras: E. B. Dynkin’s sem­in­ar. Edi­ted by S. G. Gindikin and E. B. Vin­berg. Amer­ic­an Math­em­at­ic­al So­ci­ety Trans­la­tions. Series 2 169. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1995. This book is also no. 26 in the Ad­vances in Math­em­at­ics series. MR 1364450 Zbl 0837.​15011 ArXiv math/​9410207 incollection

[129] D. Fuchs and L. Lang: Mas­sey products and de­form­a­tions. Pre­print, February 1996. ArXiv q-​alg/​9602024 techreport

[130] To­po­logy, I. Edi­ted by S. P. Novikov. En­cyc­lo­pae­dia of Math­em­at­ic­al Sci­ences 12. Spring­er (Ber­lin), 1996. Eng­lish trans­la­tion of 1986 Rus­si­an ori­gin­al. MR 1392484 Zbl 0830.​00014 book

[131] A. As­tashkevich and D. Fuchs: “Asymp­tot­ics for sin­gu­lar vec­tors in Verma mod­ules over the Vi­ra­s­oro al­gebra,” Pac. J. Math. 177 : 2 (1997), pp. 201–​209. MR 1444780 Zbl 0898.​17012 article

[132] D. Fuchs and S. Tabach­nikov: “In­vari­ants of Le­gendri­an and trans­verse knots in the stand­ard con­tact space,” To­po­logy 36 : 5 (1997), pp. 1025–​1053. MR 1445553 Zbl 0904.​57006 article

[133] A. Fia­lowski and D. Fuchs: “Sin­gu­lar de­form­a­tions of Lie al­geb­ras: Ex­ample: De­form­a­tions of the Lie al­gebra \( L_1 \),” pp. 77–​92 in Top­ics in sin­gu­lar­ity the­ory: V. I. Arnold’s 60th an­niversary col­lec­tion. Edi­ted by A. Khovanskiĭ, A. Varchen­ko, and V. Vassiliev. AMS Trans­la­tions. Series 2 180. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1997. MR 1767113 Zbl 0883.​17023 ArXiv q-​alg/​9706027 incollection

[134] A. Fia­lowski and D. Fuchs: “Con­struc­tion of miniver­sal de­form­a­tions of Lie al­geb­ras,” J. Funct. Anal. 161 : 1 (1999), pp. 76–​110. MR 1670210 Zbl 0944.​17015 ArXiv math/​0006117 article

[135] D. Fuchs and S. Tabach­nikov: “More on pa­per­fold­ing,” Am. Math. Monthly 106 : 1 (January 1999), pp. 27–​35. MR 1674137 Zbl 1037.​53501 article

[136] D. B. Fuchs and M. B. Fuchs: “The arith­met­ic of bi­no­mi­al coef­fi­cients,” pp. 1–​12 in Kvant se­lecta: Al­gebra and ana­lys­is, I. Edi­ted by S. Tabach­nikov. Math­em­at­ic­al World 14. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1999. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Kvant 1970:6 (1970). MR 1727594 incollection

[137] D. B. Fuchs and M. B. Fuchs: “On best ap­prox­im­a­tions, I,” pp. 27–​35 in Kvant se­lecta: Al­gebra and ana­lys­is, I. Edi­ted by S. Tabach­nikov. Math­em­at­ic­al World 14. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1999. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Kvant 1971:6 (1971). MR 1727597 incollection

[138] D. B. Fuchs and M. B. Fuchs: “On best ap­prox­im­a­tions, II,” pp. 37–​47 in Kvant se­lecta: Al­gebra and ana­lys­is, I. Edi­ted by S. Tabach­nikov. Math­em­at­ic­al World 14. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1999. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Kvant 1971:11 (1971). MR 1727598 incollection

[139] D. B. Fuchs and M. B. Fuchs: “Ra­tion­al ap­prox­im­a­tions and tran­scend­ence,” pp. 65–​69 in Kvant se­lecta: Al­gebra and ana­lys­is, I. Edi­ted by S. Tabach­nikov. Math­em­at­ic­al World 14. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1999. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Kvant 1973:12 (1973). MR 1727601 incollection

[140] D. B. Fuchs: “On the re­mov­al of par­en­theses, on Euler, Gauss, and Mac­Don­ald, and on missed op­por­tun­it­ies,” pp. 39–​49 in Kvant se­lecta: Al­gebra and ana­lys­is, II. Edi­ted by S. Tabach­nikov. Math­em­at­ic­al World 15. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1999. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Kvant 1981:8 (1981). A ver­sion of this also ap­peared in A math­em­at­ic­al om­ni­bus (2007). MR 1728803 incollection

[141] Dif­fer­en­tial to­po­logy, in­fin­ite-di­men­sion­al Lie al­geb­ras, and ap­plic­a­tions: D. B. Fuchs’ 60th an­niversary col­lec­tion. Edi­ted by A. As­tashkevich and S. Tabach­nikov. AMS Trans­la­tions. Series 2 194. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1999. MR 1729355 Zbl 0921.​00044 book

[142] North­ern Cali­for­nia sym­plect­ic geo­metry sem­in­ar (Stan­ford and Berke­ley, CA, 1989–1998). Edi­ted by Ya. Eli­ash­berg, D. Fuchs, T. Ra­tiu, and A. Wein­stein. AMS Trans­la­tions. Series 2 196. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1999. This is also no. 45 of the series Ad­vances in the Math­em­at­ic­al Sci­ences (no ISSN). MR 1736209 Zbl 0930.​00050 book

[143] B. L. Fei­gin and D. B. Fuchs: “Co­homo­lo­gies of Lie groups and Lie al­geb­ras,” pp. 125–​223 in Lie groups and Lie al­geb­ras, II. Edi­ted by E. B. Vin­berg. En­cyc­lo­pae­dia of Math­em­at­ic­al Sci­ences 21. Spring­er (Ber­lin), 2000. Trans­la­tion of Rus­si­an ori­gin­al pub­lished in Ser­iya sovre­mennye prob­lemy matem­atiki 21 (1988). MR 1756408 Zbl 0931.​17014 incollection

[144] D. Fuchs and L. L. Wel­don: “Mas­sey brack­ets and de­form­a­tions,” J. Pure Ap­pl. Al­gebra 156 : 2–​3 (2001), pp. 215–​229. MR 1808824 Zbl 1054.​17018 article

[145] J. Ep­stein, D. Fuchs, and M. Mey­er: “Chekan­ov–Eli­ash­berg in­vari­ants and trans­verse ap­prox­im­a­tions of Le­gendri­an knots,” Pac. J. Math. 201 : 1 (2001), pp. 89–​106. MR 1867893 Zbl 1049.​57005 article

[146] D. B. Fuks and T. D. Èvans: “On the struc­ture of the re­stric­ted Lie al­gebra for the Witt al­gebra in a fi­nite char­ac­ter­ist­ic,” Funkt­sion­al. Anal. i Prilozhen. 36 : 2 (2002), pp. 69–​74. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 36:2 (2002). MR 1922020 article

[147] T. J. Evans and D. B. Fuchs: “On the re­stric­ted Lie al­gebra struc­ture of the Witt Lie al­gebra in fi­nite char­ac­ter­ist­ic,” Funct. Anal. Ap­pl. 36 : 2 (2002), pp. 140–​144. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkt­sion­al. Anal. i Prilozhen. 36:2 (2002). Zbl 1029.​17018 ArXiv math/​0111271 article

[148] J. Ep­stein and D. Fuchs: “On the in­vari­ants of Le­gendri­an mir­ror tor­us links,” pp. 103–​115 in Sym­plect­ic and con­tact to­po­logy: In­ter­ac­tions and per­spect­ives (Toronto and Montreal, 26 March–7 April 2001). Edi­ted by Y. Eli­ash­berg, B. Khes­in, and F. Lalonde. Fields In­sti­tute Com­mu­nic­a­tions 35. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2003. MR 1969270 Zbl 1044.​57007 incollection

[149] D. Fuchs: “Chekan­ov–Eli­ash­berg in­vari­ant of Le­gendri­an knots: Ex­ist­ence of aug­ment­a­tions,” J. Geom. Phys. 47 : 1 (July 2003), pp. 43–​65. MR 1985483 Zbl 1028.​57005 article

[150] O. Ya. Viro and D. B. Fuchs: “In­tro­duc­tion to ho­mo­topy the­ory,” pp. 1–​93 in To­po­logy II. Edi­ted by S. P. Novikov and V. A. Rokh­lin. En­cyc­lo­pae­dia of Math­em­at­ic­al Sci­ences 24. Spring­er (Ber­lin), 2004. Trans­lated from the Rus­si­an by C. J. Shad­dock. Trans­la­tion of Rus­si­an ori­gin­al pub­lished in Ser­iya sovre­mennye prob­lemy matem­atiki 24 (1988). MR 2054456 incollection

[151] O. Ya. Viro and D. B. Fuchs: “Ho­mo­logy and co­homo­logy,” pp. 95–​196 in To­po­logy II. Edi­ted by S. P. Novikov and V. A. Rokh­lin. En­cyc­lo­pae­dia of Math­em­at­ic­al Sci­ences 24. Spring­er (Ber­lin), 2004. Trans­la­tion of Rus­si­an ori­gin­al pub­lished in Ser­iya sovre­mennye prob­lemy matem­atiki 24 (1988). MR 2054457 Zbl 1078.​57013 incollection

[152] D. B. Fuchs: “Clas­sic­al man­i­folds,” pp. 197–​252 in To­po­logy II. Edi­ted by S. P. Novikov and V. A. Rokh­lin. En­cyc­lo­pae­dia of Math­em­at­ic­al Sci­ences 24. Spring­er (Ber­lin), 2004. MR 2054458 incollection

[153] D. Fuchs and T. Ishkhan­ov: “In­vari­ants of Le­gendri­an knots and de­com­pos­i­tions of front dia­grams,” Mo­sc. Math. J. 4 : 3 (July–September 2004), pp. 707–​717. To Borya Fei­gin, with love. MR 2119145 Zbl 1073.​53106 article

[154] D. Fuchs: Is it pos­sible to cut a cube in­to pieces and to as­semble a tet­ra­hed­ron? Hil­bert’s prob­lem and Dehn’s the­or­em, 2004–2005. Berke­ley Math Circle handout. misc

[155] D. B. Fuchs: “Jew­ish Uni­versity,” pp. 183–​190 in You failed your math test, com­rade Ein­stein: Aven­tures and mis­ad­ven­tures of young math­em­aticians or test your skills in al­most re­cre­ation­al math­em­at­ics. Edi­ted by M. A. Shi­f­man. World Sci­entif­ic (Singa­pore), 2005. To the memory of Bella Sub­botovskaya. incollection

[156] D. Fuchs and E. Fuchs: “Closed geodesics on reg­u­lar poly­hedra,” Mo­sc. Math. J. 7 : 2 (April–June 2007), pp. 265–​279. To Askold Khovanskii, a dear friend and an ad­mired math­em­atician. MR 2337883 Zbl 1129.​53022 article

[157] Math­em­at­ic­al om­ni­bus: Thirty lec­tures on clas­sic math­em­at­ics. Edi­ted by D. Fuchs and S. Tabach­nikov. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2007. A Ger­man trans­la­tion was pub­lished in 2011. MR 2350979 Zbl 1318.​00004 book

[158] T. J. Evans and D. Fuchs: “A com­plex for the co­homo­logy of re­stric­ted Lie al­geb­ras,” J. Fixed Point The­ory Ap­pl. 3 : 1 (2008), pp. 159–​179. MR 2402915 Zbl 1178.​17018 article

[159] D. Fuchs and C. Wil­marth: “Pro­jec­tions of sin­gu­lar vec­tors of Verma mod­ules over rank 2 Kac–Moody Lie al­geb­ras” in Spe­cial is­sue on Kac–Moody al­geb­ras and ap­plic­a­tions, published as SIGMA 4. Issue edi­ted by R. Borcherds, E. Fren­kel, V. Kac, R. Moody, J. Pa­t­era, A. Pi­an­zola, and P. Ra­mond. Na­tion­al Academy of Sci­ences of Ukraine (Kiev), 2008. Art­icle no. 059, 11 pages. MR 2434939 Zbl 1218.​17014 ArXiv 0806.​1976 incollection

[160] D. Fuchs: Geodesics on a reg­u­lar do­deca­hed­ron, 2009. Max Planck In­sti­tute for Math­em­at­ics ebook. misc

[161] D. Fuchs and S. Tabach­nikov: “Self-dual poly­gons and self-dual curves,” Funct. Anal. Oth­er Math. 2 : 2–​4 (2009), pp. 203–​220. MR 2506116 Zbl 1180.​51012 ArXiv 0707.​1048 article

[162] D. Fuchs and C. Wil­marth: “Lapla­cian spec­trum for the nil­po­tent Kac–Moody Lie al­geb­ras,” Pac. J. Math. 247 : 2 (2010), pp. 323–​334. MR 2734151 Zbl 1255.​17011 ArXiv 0808.​0890 article

[163] D. Fuchs and D. Ruther­ford: “Gen­er­at­ing fam­il­ies and Le­gendri­an con­tact ho­mo­logy in the stand­ard con­tact space,” J. To­pol. 4 : 1 (2011), pp. 190–​226. MR 2783382 Zbl 1237.​57026 ArXiv 0807.​4277 article

[164] D. Dav­is, D. Fuchs, and S. Tabach­nikov: “Peri­od­ic tra­ject­or­ies in the reg­u­lar pentagon,” Mo­sc. Math. J. 11 : 3 (July–September 2011), pp. 439–​461. To the memory of V. I. Arnold. MR 2894424 Zbl 1276.​37033 ArXiv 1102.​1005 article

[165] D. B. Fuchs and S. Tabach­nikov: Ein Schaub­ild der Math­em­atik: 30 Vor­le­sun­gen über klassis­che Math­em­atik [Math­em­at­ic­al om­ni­bus: Thirty lec­tures on clas­sic math­em­at­ics]. Spring­er (Ber­lin), 2011. Ger­man trans­la­tion of 2007 Eng­lish ori­gin­al. Zbl 1211.​00003 book

[166] D. Fuchs, Y. Ily­ashen­ko, B. Khes­in, V. Vassiliev, and H. Hofer: “Memor­ies of Vladi­mir Arnold,” No­tices Am. Math. Soc. 59 : 4 (April 2012), pp. 482–​502. Co­ordin­at­ing ed­it­ors were Bor­is Khes­in and Serge Tabch­nikov. MR 2951953 Zbl 1284.​37002 article

[167] D. Fuchs: “Evol­utes and in­vol­utes of spa­tial curves,” Am. Math. Monthly 120 : 3 (March 2013), pp. 217–​231. MR 3030294 Zbl 1273.​53004 article

[168] D. Fuchs and S. Tabach­nikov: “Peri­od­ic tra­ject­or­ies in the reg­u­lar pentagon, II,” Mo­sc. Math. J. 13 : 1 (January–March 2013), pp. 19–​32. MR 3112214 Zbl 1347.​37066 ArXiv 1201.​0026 article

[169] D. Fuchs: Co­homo­logy of Lie al­gebra of Hamilto­ni­an vec­tor fields: Ex­per­i­ment­al data, con­jec­tures, and the­or­ems, 2014. Slides from Toronto Uni­versity’s Vladi­mir Arnold con­fer­ence. misc

[170] D. Fuchs: “Dima Arnold in my life,” pp. 133–​140 in Arnold: Swim­ming against the tide. Edi­ted by B. A. Khes­in and S. L. Tabach­nikov. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2014. incollection

[171] D. Fuchs: “Peri­od­ic bil­liard tra­ject­or­ies in reg­u­lar poly­gons and closed geodesics on reg­u­lar poly­hedra,” Geom. Ded­icata 170 (2014), pp. 319–​333. MR 3199491 Zbl 1296.​53085 article

[172] S. Mokham­madz­ade and D. B. Fuks: “Co­homo­logy of the Lie al­gebra \( \mathfrak{h}_2 \): Ex­per­i­ment­al res­ults and hy­po­theses,” Funkt­sion­al. Anal. i Prilozhen. 48 : 2 (2014), pp. 67–​78. An Eng­lish trans­la­tion was pub­lished in Funct. Anal. Ap­pl. 48:2 (2014). MR 3288177 article

[173] S. Mo­ham­madz­a­deh and D. B. Fuchs: “Co­homo­logy of the Lie al­gebra \( \mathfrak{h}_2 \): Ex­per­i­ment­al res­ults and con­jec­tures,” Funct. Anal. Ap­pl. 48 : 2 (2014), pp. 128–​137. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Funkt­sion­al. Anal. i Prilozhen. 48:2 (2014). Zbl 1354.​17014 article

[174] A. Fo­men­ko and D. Fuchs: Ho­mo­top­ic­al to­po­logy, 2nd trans­lated edition. Gradu­ate Texts in Math­em­at­ics 273. Spring­er (Cham), 2016. First two chapters writ­ten in col­lab­or­a­tion with Vic­tor Gut­en­mach­er. Second, ex­pan­ded, edi­tion of the 1986 Eng­lish trans­la­tion of the 1968 Rus­si­an ori­gin­al. MR 3497000 Zbl 1346.​55001 book

[175] D. Fuchs and S. Tabach­nikov: “On Lag­rangi­an tan­gent sweeps and Lag­rangi­an out­er bil­liards,” Geom. Ded­icata 182 (2016), pp. 203–​213. MR 3500383 Zbl 1351.​37161 ArXiv 1502.​03177 article

[176] D. Fuchs: “Geodesics on reg­u­lar poly­hedra with en­d­points at the ver­tices,” Arnold Math. J. 2 : 2 (2016), pp. 201–​211. MR 3504350 Zbl 1432.​53058 article

[177] M. Arnold, D. Fuchs, I. Iz­mestiev, S. Tabach­nikov, and E. Tsuker­man: “It­er­at­ing evol­utes and in­vol­utes,” Dis­crete Com­put. Geom. 58 : 1 (2017), pp. 80–​143. MR 3658331 Zbl 1381.​51007 ArXiv 1510.​07742 article

[178] A. Chernavski, D. Fuchs, S. Gus­sein-Zade, Yu. Ily­ashen­ko, O. Karpen­kov, A. Kir­illov, S. Lando, S. Matveev, M. Sko­pen­kov, V. Tik­homirov, M. Ts­fas­man, and V. Vassiliev: “Alexei Bron­isla­vovich Soss­in­sky turns 80,” Mo­sc. Math. J. 17 : 3 (July–September 2017), pp. 555–​558. MR 3711006 Zbl 1427.​01015 article

[179] D. Fuchs and S. Tabach­nikov: “It­er­at­ing evol­utes of spa­cial poly­gons and of spa­cial curves,” Mo­sc. Math. J. 17 : 4 (October–December 2017), pp. 667–​689. MR 3734657 Zbl 1422.​53005 ArXiv 1611.​08836 article

[180] D. Fuchs, A. Kir­illov, S. Mor­i­er-Gen­oud, and V. Ovsi­en­ko: “On tan­gent cones of Schubert vari­et­ies,” Arnold Math. J. 3 : 4 (2017), pp. 451–​482. MR 3766071 Zbl 1427.​14103 ArXiv 1606.​07846 article

[181] M. Arnold, D. Fuchs, I. Iz­mestiev, and S. Tabach­nikov: Cross-ra­tio dy­nam­ics on ideal poly­gons. Pre­print, December 2018. ArXiv 1812.​05337 techreport

[182] A. I. Aptekar­ev, V. M. Buch­staber, V. A. Vassiliev, M. L. Gro­mov, Yu. S. Ily­ashen­ko, B. S. Kash­in, V. M. Kesel­man, V. V. Kozlov, M. L. Kont­sevich, I. M. Krichever, N. G. Kruzhil­in, S. K. Lando, Yu. I. Man­in, G. A. Mar­gulis, S. Yu. Nemirovski, S. P. Novikov, Yu. G. Resh­et­nyak, Ya. G. Sinai, S. P. Su­et­in, D. V. Tres­chev, D. B. Fuchs, A. G. Khovanskii, E. M. Chirka, A. S. Schwarz, and A. N. Shiry­aev: “Vladi­mir Ant­onovich Zorich (on his 80th birth­day),” Usp. Mat. Nauk 73 : 5(443) (2018), pp. 193–​196. An Eng­lish trans­la­tion was pub­lished in Russ. Math. Surv. 73:5 (2018). MR 3859406 article

[183] A. I. Aptekar­ev, V. M. Buch­staber, V. A. Vassiliev, M. L. Gro­mov, Yu. S. Ily­ashen­ko, B. S. Kash­in, V. M. Kesel­man, V. V. Kozlov, M. L. Kont­sevich, I. M. Krichever, N. G. Kruzhil­in, S. K. Lando, Yu. I. Man­in, G. A. Mar­gulis, S. Yu. Nemirovski, S. P. Novikov, Yu. G. Resh­et­nyak, Ya. G. Sinai, S. P. Su­et­in, D. V. Tres­chev, D. B. Fuchs, A. G. Khovanskii, E. M. Chirka, A. S. Schwarz, and A. N. Shiry­aev: “Vladi­mir Ant­onovich Zorich (on his 80th birth­day),” Russ. Math. Surv. 73 : 5 (2018), pp. 935–​939. Eng­lish trans­la­tion of Rus­si­an ori­gin­al pub­lished in Usp. Mat. Nauk 73:5(443) (2018). Zbl 1417.​01018 article

[184] D. Fuchs: “Cusps,” pp. 185–​200 in Math­em­at­ic­al ad­ven­tures for stu­dents and am­a­teurs. Edi­ted by D. F. Hayes and T. Shubin. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 2020. incollection

[185] A. M. As­tashov, I. V. As­tashova, A. V. Bochar­ov, V. M. Buch­staber, V. A. Vassiliev, A. M. Ver­bovet­sky, A. M. Ver­shik, A. P. Veselov, M. M. Vino­gradov, L. Vitagliano, R. F. Vit­olo, T. T. Voro­nov, V. G. Kac, Y. Kos­mann-Schwar­zbach, I. S. Krasil’shchik, I. M. Krichever, A. P. Krishchen­ko, S. K. Lando, V. V. Lychagin, M. Mar­van, V. P. Maslov, A. S. Mishchen­ko, S. P. Novikov, V. N. Rubt­sov, A. V. Sam­okh­in, A. B. Soss­in­sky, J. Stasheff, D. B. Fuchs, A. Ya. Khelem­sky, N. G. Khor’kova, V. N. Chet­verikov, and A. S. Schwarz: “Al­ex­an­dre Mikhaĭlovich Vino­gradov,” Usp. Mat. Nauk 75 : 2(452) (2020), pp. 185–​190. An Eng­lish trans­la­tion was pub­lished in Russ. Math. Surv. 75:2 (2020). MR 4081971 article

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