### Topology in dImension 4

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article
:
“__\( \Lambda \)__-splitting 4-manifolds,”
Topology
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(1977),
pp. 181–184.
MR
0442954
Zbl
0363.57004

[2] incollection : “A geometric proof of Rochlin’s theorem,” pp. 85–97 in Algebraic and geometric topology (Stanford University, CA, August 2–21, 1976), part 2. Edited by R. J. Milgram. Proceedings of Symposia in Pure Mathematics XXXII. American Mathematical Society (Providence, RI), 1978. MR 0520525 Zbl 0392.57018

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article
:
“Quadruple points of 3-manifolds in __\( S^{4} \)__,”
Comment. Math. Helv.
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MR
0505553
Zbl
0404.57011

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article
:
“A fake __\( S^{3}\times \mathbf{R} \)__,”
Ann. of Math. (2)
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MR
0541336
Zbl
0442.57014

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article
:
“A converse to (Milnor–Kervaire theorem)__\( \times R \)__ etc…,”
Pacific J. Math.
82 : 2
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MR
0551695
Zbl
0459.57020

[6] article : “Cancelling 1-handles and some topological imbeddings,” Pacific J. Math. 80 : 1 (1979), pp. 127–130. MR 0534700 Zbl 0416.57016

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incollection
:
“Amorces de la chirurgie en dimension quatre: un __\( S^{3}\times \mathbf{R} \)__ exotique [d’après Andrew J. Casson et Michael H. Freedman],”
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Séminaire Bourbaki (1978/79).
Lecture Notes in Mathematics 770.
Springer (Berlin),
1980.
Exposé no. 536.
MR
572425
Zbl
0444.57021

[8] article : “A quick proof of the 4-dimensional stable surgery theorem,” Comment. Math. Helv. 55 : 4 (1980), pp. 668–671. MR 0604722 Zbl 0453.57024

[9] : [Unpublished handwritten notes].

[10] article : “Slightly singular 4-manifolds,” Topology 20 : 2 (1981), pp. 161–173. MR 0605655 Zbl 0459.57008

[11] article : “A surgery sequence in dimension four; the relations with knot concordance,” Invent. Math. 68 : 2 (1982), pp. 195–226. MR 0666159 Zbl 0504.57016

[12] article : “Closed geodesics on surfaces,” Bull. London Math. Soc. 14 : 5 (1982), pp. 385–391. MR 0671777 Zbl 0476.53026

[13] article : “The topology of four-dimensional manifolds,” J. Differential Geom. 17 : 3 (1982), pp. 357–453. MR 0679066 Zbl 0528.57011

[14] : Gauge theories and four-manifolds. Technical report 025-83, U.C. Berkeley, 1983. Notes by D. Freed and K. Uhlenbeck.

[15] incollection : “The disk theorem for four-dimensional manifolds,” pp. 647–663 in Proceedings of the International Congress of Mathematicians (August 16–24, 1983, Warsaw), vol. 1. Edited by Z. Ciesielski and C. Olech. PWN (Warsaw), 1984. MR 0804721 Zbl 0577.57003

[16] article : “There is no room to spare in four-dimensional space,” Notices Amer. Math. Soc. 31 : 1 (1984), pp. 3–6. MR 0728340 Zbl 0538.57001

[17] incollection : “Atomic surgery problems,” pp. 181–199 in Four-manifold theory (Durham, NH, July 4–10, 1982). Edited by C. Gordon and R. C. Kirby. Contemporary Mathematics 35. American Mathematical Society (Providence, RI), 1984. MR 0780579 Zbl 0559.57008

[18] article : “A universal smoothing of four-space,” J. Differential Geom. 24 : 1 (1986), pp. 69–78. MR 0857376 Zbl 0586.57007

[19] incollection : “A geometric reformulation of 4-dimensional surgery,” pp. 133–141 in Special volume in honor of R. H. Bing (1914–1986), published as Topology Appl. 24 : 1–3 (1986). MR 0872483 Zbl 0898.57005

[20]
incollection
:
“Are the Borromean rings __\( A \)__-__\( B \)__-slice?,”
pp. 143–145
in
Special volume in honor of R. H. Bing (1914–1986),
published as Topology Appl.
24 : 1–3.
Elsevier Science B.V. (North-Holland) (Amsterdam),
1986.
MR
0872484
Zbl
0627.57004

[21] article : “Poincaré transversality and four-dimensional surgery,” Topology 27 : 2 (1988), pp. 171–175. MR 0948180 Zbl 0654.57007

[22]
article
:
“On the __\( (A,B) \)__-slice problem,”
Topology
28 : 1
(1989),
pp. 91–110.
MR
0991101
Zbl
0845.57016

[23] book : Topology of 4-manifolds. Princeton Mathematical Series 39. Princeton University Press (Princeton, NJ), 1990. MR 1201584 Zbl 0705.57001

[24]
article
:
“Uncountably many exotic __\( \mathbf{R}^ 4 \)__’s in standard 4-space,”
J. Differential Geom.
35 : 1
(1992),
pp. 219–254.
MR
1152230
Zbl
0780.57012

[25] incollection : “Working and playing with the 2-disk,” pp. 37–47 in Mathematics into the twenty-first century: Proceedings of the 1988 Centennial Symposium (Providence, RI, August 8–12, 1988). Edited by F. E. Browder. American Mathematical Society Centennial Publications II. American Mathematical Society (Providence, RI), 1992. MR 1184613 Zbl 0924.57026

[26] article : “Link compositions and the topological slice problem,” Topology 32 : 1 (1993), pp. 145–156. MR 1204412 Zbl 0782.57010

[27]
article
:
“__\( \mathbf{C}P^ 2 \)__-stable theory,”
Math. Res. Lett.
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MR
1258488
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0849.57016

[28]
article
:
“Van Kampen’s embedding obstruction is incomplete for 2-complexes in __\( \mathbf{R}^ 4 \)__,”
Math. Res. Lett.
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(March 1994),
pp. 167–176.
MR
1266755
Zbl
0847.57005

[29] article : “4-manifold topology I: Subexponential groups,” Invent. Math. 122 : 3 (1995), pp. 509–529. MR 1359602 Zbl 0857.57017

[30] article : “4-Manifold topology II: Dwyer’s filtration and surgery kernels,” Invent. Math. 122 : 1 (1995), pp. 531–557. MR 1359603 Zbl 0857.57018

[31]
article
:
“A decomposition theorem for __\( h \)__-cobordant smooth simply-connected compact 4-manifolds,”
Invent. Math.
123 : 2
(1996),
pp. 343–348.
MR
1374205
Zbl
0843.57020

[32] article : “Universal manifold pairings and positivity,” Geom. Topol. 9 (2005), pp. 2303–2317. MR 2209373 Zbl 1129.57035 ArXiv math/0503054

[33] techreport : Quantum gravity via manifold positivity. Preprint, August 2010. ArXiv 1008.1045

[34] article : “Man and machine thinking about the smooth 4-dimensional Poincaré conjecture,” Quantum Topol. 1 : 2 (2010), pp. 171–208. MR 2657647 Zbl 1236.57043