Celebratio Mathematica

Michael H. Freedman

Topology; quantum computing  ·  UCSD & Microsoft

Works of Mike Freedman

Works connected to Peter Teichner

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article M. H. Freed­man, V. S. Krushkal, and P. Teich­ner: “Van Kampen’s em­bed­ding ob­struc­tion is in­com­plete for 2-com­plexes in \( \mathbf{R}^ 4 \),” Math. Res. Lett. 1 : 2 (March 1994), pp. 167–​176. MR 1266755 Zbl 0847.​57005

article M. H. Freed­man and P. Teich­ner: “4-man­i­fold to­po­logy I: Subex­po­nen­tial groups,” In­vent. Math. 122 : 3 (1995), pp. 509–​529. MR 1359602 Zbl 0857.​57017

article M. H. Freed­man and P. Teich­ner: “4-Man­i­fold to­po­logy II: Dwyer’s fil­tra­tion and sur­gery ker­nels,” In­vent. Math. 122 : 1 (1995), pp. 531–​557. MR 1359603 Zbl 0857.​57018

incollection M. Freed­man, R. Hain, and P. Teich­ner: “Betti num­ber es­tim­ates for nil­po­tent groups,” pp. 413–​434 in Fields Medal­lists’ lec­tures. Edi­ted by M. Atiyah and D. Iag­ol­nitzer. World Sci­entif­ic Series in 20th Cen­tury Math­em­at­ics 5. World Sci­entif­ic (River Edge, NJ), 1997. MR 1622914