On the topology of complex algebraic maps (with R. MacPherson)
Proc. of Conf. on Algebraic Geometry in La Rabida, Spain. Springer Lecture Notes
in Mathematics vol. 961 Springer Verlag, N.Y.
1982
Stratified Morse theory (with R. MacPherson)
Proc. of Symp. in Pure Math. 40 (1983), 517-533
Comments
Announces and illustrates the results on stratified Morse theory
Morse theory and intersection homology (with R.MacPherson) Analyse et Topologie sur les Espaces Singulieres,
Astérisque 101
(1983), 135-192, Société Mathématique de France.
Intersection homology II (with R. MacPherson),\
Inv. Math. 71 (1983), 77-129
Comments
In 1976 MacPherson explained intersection homology to Pierre Deligne who then offered a conjecture that a derived pushforward and truncation procedure might
give the same thing. It was difficult to learn about the derived category at the time.
The original manuscript of IH II was widely circulated in 1979, 1980. Many people offered suggestions and the revision was submitted in
Oct. 1981 but was lost in the mail. After 8 months we inquired and found that Inventiones had never received the manuscript so it
was resubmitted in June 1982 and it appeared in February 1983.
Simplicial intersection homology (with R. MacPherson)
Appendix to ``Elementary construction of Perverse Sheaves'' by R. MacPherson and
K.Vilonen. Inv. Math. 84 (1986), 432-433
Comments
The referee made us take this out of the original paper on intersection homology but many people asked about this so we published it here.
L2 cohomology is intersection cohomology The Zeta Function of
Picard Modular Surfaces, R. Langlands and D. Ramakrishnan, ed., Centre de
Recherches Mathematiques, Univ. of Montreal Press, 1992, 47-64.
Lefschetz numbers of Hecke correspondences (with R. MacPherson), The Zeta Function of Picard Modular Surfaces, R. Langlands and
D. Ramakrishnan, ed. C.R.M., Univ. of Montreal Press, 1992, 465-478.
Compactifications of modular varieties Harmonic Analysis, The Trace Formula, and Shimura Varieties,
Proceedings of the Clay Mathematics Institute 2003 Summer School,
Fields Institute, Toronto. J. Arthur, D. Ellwood, and R. Kottwitz, ed.,
Amer. Math. Soc. and Clay Math. Inst., 2005, pp. 551-582.
Morse theory, stratifications and sheaves Handbook of Geometry and Topology of Singularities (José Luis Cisneros-Molina,
Lê Dung Tráng, José Seade ed.), Springer Verlag, N.Y., 2020, pp. 261-320.