Celebratio Mathematica

[1]D. L. John­son: The ho­mo­logy of loc­ally fi­nite CW com­plexes. Ph.D. thesis, UCLA, 1968. Ad­vised by N. Gross­man. phdthesis

[2]D. L. John­son: “The di­o­phant­ine prob­lem \( Y^2 - X^3 = A \) in a poly­no­mi­al ring,” Pac. J. Math. 43 : 1 (March 1972), pp. 151–​155. MR 0316382 Zbl 0273.​10044 article

[3]D. L. John­son: “Homeo­morph­isms of a sur­face which act trivi­ally on ho­mo­logy,” Proc. Am. Math. Soc. 75 : 1 (1979), pp. 119–​125. MR 529227 Zbl 0407.​57003 article

[4]D. John­son: “Con­jugacy re­la­tions in sub­groups of the map­ping class group and a group-the­or­et­ic de­scrip­tion of the Roch­lin in­vari­ant,” Math. Ann. 249 : 3 (1980), pp. 243–​263. MR 579104 Zbl 0409.​57010 article

[5]D. John­son: “An abeli­an quo­tient of the map­ping class group \( \mathscr{I}_g \),” Math. Ann. 249 : 3 (1980), pp. 225–​242. MR 579103 Zbl 0409.​57009 article

[6]D. John­son: “Quad­rat­ic forms and the Birman–Craggs ho­mo­morph­isms,” Trans. Am. Math. Soc. 261 : 1 (September 1980), pp. 235–​254. MR 576873 Zbl 0457.​57006 article

[7]D. John­son: “Spin struc­tures and quad­rat­ic forms on sur­faces,” J. Lon­don Math. Soc. (2) 22 : 2 (1980), pp. 365–​373. MR 588283 Zbl 0454.​57011 article

[8]D. John­son: “Ho­mo­morphs of knot groups,” Proc. Am. Math. Soc. 78 : 1 (1980), pp. 135–​138. MR 548101 Zbl 0435.​57003 article

[9]K. Jo­hann­son and D. John­son: Non-bor­d­ing dif­feo­morph­isms of sur­faces which act trivi­ally on ho­mo­logy. Pre­print, 1980. techreport

[10]D. John­son: “The struc­ture of the Torelli group, I: A fi­nite set of gen­er­at­ors for \( \mathscr{I} \),” Ann. Math. (2) 118 : 3 (November 1983), pp. 423–​442. Parts II and III were pub­lished in To­po­logy 24:2 (1985) and To­po­logy 24:2 (1985). MR 727699 Zbl 0549.​57006 article

[11]D. John­son: “A sur­vey of the Torelli group,” pp. 165–​179 in Low-di­men­sion­al to­po­logy (San Fran­cisco, CA, 7–11 Janu­ary 1981). Edi­ted by S. J. Lomonaco, Jr. Con­tem­por­ary Math­em­at­ics 20. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1983. MR 718141 Zbl 0553.​57002 incollection

[12]D. John­son: “The struc­ture of the Torelli group, II: A char­ac­ter­iz­a­tion of the group gen­er­ated by twists on bound­ing curves,” To­po­logy 24 : 2 (1985), pp. 113–​126. Part I was pub­lished in Ann. Math. 118:3 (1983). MR 793178 Zbl 0571.​57009 article

[13]D. John­son: “The struc­ture of the Torelli group, III: The abelian­iz­a­tion of \( \mathscr{I} \),” To­po­logy 24 : 2 (1985), pp. 127–​144. Part I was pub­lished in Ann. Math. 118:3 (1983). MR 793179 Zbl 0571.​57010 article

[14]D. John­son and J. J. Mill­son: “De­form­a­tion spaces as­so­ci­ated to com­pact hy­per­bol­ic man­i­folds,” Bull. Am. Math. Soc. (N.S.) 14 : 1 (January 1986), pp. 99–​102. Pre­lim­in­ary re­search an­nounce­ment for an art­icle pub­lished in Dis­crete groups in geo­metry and ana­lys­is (1987). MR 818061 Zbl 0613.​53032 article

[15]D. John­son and J. J. Mill­son: “De­form­a­tion spaces as­so­ci­ated to com­pact hy­per­bol­ic man­i­folds,” pp. 48–​106 in Dis­crete groups in geo­metry and ana­lys­is: Pa­pers in hon­or of G. D. Mostow on his six­tieth birth­day (New Haven, CT, 23–25 March 1984). Edi­ted by R. Howe. Pro­gress in Math­em­at­ics 67. Birkhäuser (Bo­ston), 1987. A pre­lim­in­ary re­search an­nounce­ment was pub­lished in Bull. Am. Math. Soc. 14:1 (1986). MR 900823 Zbl 0664.​53023 incollection

[16]D. John­son: A geo­met­ric form of Cas­son’s in­vari­ant and its con­nec­tion to Re­idemeister tor­sion. Pre­print, 1988. techreport

[17]D. John­son and C. Liv­ing­ston: “Peri­pher­ally spe­cified ho­mo­morphs of knot groups,” Trans. Am. Math. Soc. 311 : 1 (January 1989), pp. 135–​146. MR 942427 Zbl 0662.​57003 article

[18]S. P. Humphries and D. John­son: “A gen­er­al­iz­a­tion of wind­ing num­ber func­tions on sur­faces,” Proc. Lon­don Math. Soc. (3) 58 : 2 (1989), pp. 366–​386. MR 977482 Zbl 0681.​57003 article

[19]D. John­son and J. J. Mill­son: “Mod­u­lar Lag­rangi­ans and the theta mul­ti­pli­er,” In­vent. Math. 100 : 1 (1990), pp. 143–​165. Ded­ic­ated to Ar­mand Borel. MR 1037145 Zbl 0699.​10042 article

[20] J. S. Birman, D. John­son, and A. Put­man: “Sym­plect­ic Hee­gaard split­tings and linked abeli­an groups,” pp. 135–​220 in Groups of dif­feo­morph­isms: In hon­or of Shi­gey­uki Mor­ita on the oc­ca­sion of his 60th birth­day (Tokyo, 11–15 Septem­ber 2006). Edi­ted by R. C. Pen­ner. Ad­vanced Stud­ies in Pure Math­em­at­ics 52. Math­em­at­ic­al So­ci­ety of Ja­pan (Tokyo), 2008. MR 2509710 Zbl 1170.​57018 ArXiv 0712.​2104 incollection