[1] “Cohomology of homogeneous spaces,” Bull. Amer. Math. Soc. 69:531-533, 1963.
[2] “The cohomology of quotients of classical groups,” (with W. Browder), Topology 3: 305-336, 1965.
[3] “Local isomorphism of compact connected Lie groups,” Pacific Jour. of Math. 222: 197-204, 1967.
[4] “The real cohomology of differentiable fibre bundles,” (with L. Smith), Comm. Math. Helv. 42: 171-179, 1967.
[5] “Quadratic maps and stable homotopy groups of spheres,” Illinois Jour. Math. 11: 586-595, 1967.
[6] “On the cohomology of homogeneous spaces,” Topology 7: 15-38, 1968.
[7] “Infinitesimal isometries and Pontrjagin numbers,” (with J. Cheeger), Topology 8: 173-193, 1969.
[8] “On the zeroes of meromorphic vector fields,” (with R. Bott), Essays on Topology and Related Topics, Mémoires dédies à Georges de Rham, 29-47. Springer-Verlag, Heidelberg, 1969.
[9] “Vector-fields and Gauss-Bonnet,” (based on a one-hour invited address given at Amer. Math. Soc. Summer Meeting at Eugene, Oregon), Bull. Amer. Math. Soc. 76:1202-1211, 1970.
[10] “Lectures on K-theory,” (based on lectures by F. Hirzebruch), Algebraic Topology, ed. J. F. Adams, London Math Soc. Lecture Notes Series 4, 223-238. Cambridge University Press, Cambridge, 1972.
[11] “Singularities of holomorphic foliations,” (with R. Bott), Jour. Differential Geometry 7: 279-342, 1972.
[12] “Chern classes and singularities of complex foliations,” Brown University preprint, 1973.
[13] “Structure of foliation singularities,” Advances in Math. 15: 361-374, 1975.
[14] “Riemann-Roch theorem for singular varieties,” Proceedings Symp. Pure Math. 27 (Part 2), 3-16. Amer. Math. Soc., Providence, 1975.
[15] “Riemann-Roch for singular varieties,” (with W. Fulton and R. MacPherson), Publ. Math. IHES 45: 101-167, 1975.
[16] “Riemann-Roch and topological K-theory for singular varieties,” (with W. Fulton and R. MacPherson), Acta Math. 143: 155-192, 1979.
[17] “Lefschetz-Riemann-Roch for singular varieties,” (with W. Fulton and G. Quart), Acta Math. 143: 193-211, 1979.
[18] “Toeplitz operators and Poincaré duality,” (with R. Douglas), Proceedings of Toeplitz Memorial Conference, 137-166. Birkhauser, Boston, 1981.
[19] “K homology and index theory,” (with R. Douglas), Proceedings Symp. Pure Math 38, 117-173. Amer. Math. Soc., Providence, 1982.
[20] “Index theory, bordism, and K homology,” (with R. Douglas), Operator Algebras and K-Theory, Contemporary Math. 10, 1-31. Amer. Math. Soc., Providence, 1982.
[21] “Fixed point formula for singular varieties,” Proceedings Canadian Math. Soc. Symp. Current Trends in Algebraic Topology (Vol 2, Part 2), 3-22. Amer. Math. Soc., Providence, 1982.
[22] “Geometric K theory for Lie groups and foliations,” (with A. Connes), Brown University-IHES preprint, 1982. L’Enseignement Mathématique 46, 3-42, 2000.
[23] “Leafwise homotopy equivalence and rational Pontrjagin classes,” (with A. Connes), Foliations, Advanced Studies in Pure Mathematics 5, (ed. I Tamura),1-14. North Holland, Amsterdam, New York, Oxford, 1985.
[24] “Cohomologie équivariante délocalisée,” (with J.-L. Brylinski and R. MacPherson), C.R. Acad. Sci. Paris, t. 300 Série I 17: 605-608, 1985.
[25] “K theory for actions of discrete groups,” (with A. Connes), Conferences del taller de topologia algebraica (eds. L. Astey, E. Micha), IV Coloquio, Dept. de matematicas, Centro de investigacion y de estudios avanzados de IPN, 1-12. Mexico City, 1986.
[26] “Chern character for discrete groups,” (with A. Connes), A Fete of Topology, 163-232. Academic Press, New York, 1988.
[27] “K-theory for discrete groups,” (with A. Connes), Operator Algebras and Applications (vol 1), (eds. D. Evans and M. Takesaki), 1-20. Cambridge University Press, Cambridge, 1988.
[28] “Cycles and relative cycles in analytic K-Homology,” (with R. Douglas and M. Taylor), J. Differential Geometry 30: 761-804, 1989.
[29] “Equivariant bicycles on singular spaces,” (with J. Block), C. R. Acad. Sci. Paris, t. 311, Série I, 115-120, 1990.
[30] “Relative K homology and C* algebras,” (with R. Douglas) K-Theory 5, 1-46, 1991.
[31] “Excess intersection in equivariant bivariant K-theory,” (with J. Block), C. R. Acad. Sci. Paris, t. 314, Série I, 387-392, 1992.
[32] “The Dirac operator,” in Manifolds and Modular Forms, (eds.F. Hirzebruch, Th. Berger, and R. Jung), 163-167. Vieweg, Wiesbaden, 1992.
[33] “Equivariant homology for SL(2) of a p-adic field,” (with N. Higson and R. Plymen), in Contemporary Mathematics 148, Index Theory and Operator Algebras, (eds. J. Fox, P. Haskell), 1-18. AMS, Providence, 1993.
[34] “Classifying space for proper actions and K-theory of group C* algebras,” (with A. Connes and N. Higson), in Contemporary Mathematics 167, C*-Algebras: 1943-1993 A Fifty Year Celebration (ed. R. Doran), 241-291. AMS, Providence, 1994.
[35] “Cosheaf homology and K theory for p-adic groups,” (with N. Higson and R. Plymen), Penn State preprint, 1995.
[36] “Working with Bott (rocking and rolling wth Raoul).” Raoul Bott: Collected Papers, Vol 3, xxii-xxiii, Contemporary Mathematicians. Birkhäuser, Boston, 1995.
[37] “A proof of the Baum-Connes Conjecture for p-adic GL(n),” (with N. Higson and R. Plymen), Comptes Rendus Acad. Sci. Paris, t. 325, Série 1, 171-176, 1997.
[38] “Representation theory of p-adic groups: A view from operator algebras,” (with N. Higson and R. Plymen), in Proceedings of the Symposia in Pure Mathematics, vol. 68, The Mathematical Legacy of Harish-Chandra: A Celebration of Representation Theory and Harmonic Analysis (eds. R. Doran, V. Varadarajan), 111-149. AMS, Providence, 2000.
[39] “A proof of the Baum-Connes conjecture for reductive adelic groups,” (with S. Millington and R. Plymen), C.R. Acad. Sci. Paris, t.332, Série 1, 195-200, 2001.
[40] “Periodic cyclic homology of Iwahori-Hecke algebras,” (with V. Nistor), C.R. Acad. Sci. Paris, t.332, Série 1, 783-788, 2001.
[41] “Equivariant-bivariant Chern character for profinite groups,” (with P. Schneider), K-Theory 25, 313-353, 2002.
[42] “Periodic cyclic homology of Iwahori-Hecke algebras,” (with V. Nistor), K-Theory 27, 329-357, 2002.
[43] “Local-global principle for the Baum-Connes conjecture with coefficients” (with R. Plymen and S. Millington), K-Theory 28, 1-18, 2003.
[44] “On the Baum-Connes conjecture in the real case,” (with M. Karoubi), Oxford Quarterly Journal 55(3), 231-235, 2004.
[45] “On the index of equivariant elliptic operators,” in Operator Algebras, Quantization, and Non-Commutative Geometry, Contemporary Mathematics 365 (eds. R. Doran and R. V. Kadison), pp. 41-49. AMS, Providence, 2004.
[46] “On the equivalence of geometric and analytic K-homology,” (with N. Higson and T. Schick), Pure and Applied Mathematics Quarterly 3(1):1-24, 2007.
[47] “The K-theory of Heegaard-type quantum 3-spheres,” (with P. Hajac, R. Matthes, and W. Szymanski), K-Theory 35, #1-2, 159-186, 2005.
[48] “The Hecke algebra of a reductive p-adic group: a geometric conjecture,” (with A. M. Aubert and R. Plymen), in Noncommutative Geometry and Number Theory, in series Aspects of Mathematics Vol. 37, (eds. C. Consani and M. Marcolli), 1-34. Vieweg Verlag, Wiesbaden, 2006.
[49] “Non-commutative geometry approach to principal and associated bundles,” (with P. Hajac, R. Matthes, and W. Szymanski). to appear in book Quantum Symmetry in Non-Commutative Geometry.
[50] “Geometric structure in the representation theory of p-adic groups,” (with A. M. Aubert and R. Plymen), C. R. Acad. Sci. Paris, Ser I, 345, 573-578, 2007.
[51] “The extended quotient,” in Monograph 40 of L’Enseignement Mathematique, Guido’s Book of Conjectures, collected by I. Chatterji , pp. 23-26. L’Enseignement Mathematique, Geneva, 2008.
[52] “Geometric structure in the principal series of the p-adic group G2” (with A. M. Aubert and R. Plymen), Representation Theory 15: 126-169, 2011. See www.ams.org/journals/ert/home-2011.html.
[53] “K-theory for group C* algebras” (with R. J. Sanchez Garcia), in Topics in Algebraic and Topological K-Theory, Lecture Notes in Mathematics, Vol. 2008, (G. Cortinas, ed.), pp. 1-43. Springer, 2011.
[54] “Foliations, C*-algebras and index theory,” (with H. Moscovici) to appear in Lecture Notes on Noncommutative Geometry and Quantum Groups, (P. M. Hajac, ed.), European Mathematical Society Publishing House. See: http://www.mimuw.edu.pl/~pwit/toknotes/toknotes.pdf, pages 135-245
[55] “Equivariant KK-theory and noncommutative index theory,” (with J. Brodzki), to appear in Lecture Notes on Noncommutative Geometry and Quantum Groups, (P. M. Hajac, ed.), European Mathematical Society Publishing House. See: http://www.mimuw.edu.pl/~pwit/toknotes/toknotes.pdf, pages 613-706
[56] “The Baum-Connes conjecture, localization of categories, and quantum groups,” (with R. Meyer), to appear in Lecture Notes on Noncommutative Geometry and Quantum Groups, (P. M. Hajac, ed.), European Mathematical Society Publishing House.. See: http://www.mimuw.edu.pl/~pwit/toknotes/toknotes.pdf, pages 867-952.
[57] “Equivariant geometric K-homology for compact Lie groups,” (with H. Oyono-Oyono, T. Schick and M. Walter), Abhandlungen aus dem Mathematischen Seminar der Universität Hamburg 80: 149-173, 2010
[58] “The K theory spectrum and the equivariant Chern character,” (with T. Schick), in preparation.
[59] “A geometric description of equivariant K-homology for proper actions,” (with N. Higson and T. Schick), Quanta of Maths, Clay Mathematics Proceedings of meeting in honor of Alain Connes’ 60th birthday, Vol. 11, pp. 1-22. Cambridge, MA, 2010.
[60] “Dirac operator and K-theory for discrete groups,” in A Celebration of the Mathematical Legacy of Raoul Bott, CRM Proceedings & Lecture Notes Vol. 50, (P. R. Kotiuga, ed.), 97-107. AMS, Providence, 2010.
[61] “K-homology and D-branes,” in Superstrings, Geometry, Topology and C* Algebras, Proceedings of Symposia in Pure Mathematics Vol. 81 (R. S. Doran, G. Friedman, and J. Rosenberg, eds.) , pp 81-94. AMS, Providence, 2010.
[62] “Free actions of compact quantum groups on unital C*-algebras,” (with K. de Commer and P. Hajac), submitted. arXiv:1304.2812.
[63] “Geometric structure in the representation theory of reductive p-adic groups II,” (with A. M. Aubert and R. Plymen), Contemporary Math, Volume 543, 71-90. AMS, Providence, 2011.
[64] “K-homology and index theory on contact manifolds,” (with E. van Erp). Acta Mathematica 213.1,1-48. Springer, 2014.
[65] “Geometric structure and the local Langlands conjecture,” (with A. M. Aubert, R. Plymen, and M. Solleveld), submitted. arXiv:1211.0180.
[66] “K-homology and the index of elliptic operators,” (with E. van Erp), in preparation.
[67] “K-cycles for twisted K-homology,” (with A. Carey and B. Wang), Journal of K-Theory, 12:69-98 (2013) doi:10.1017/is013004029jkt226.
[68] “D-branes and twisted K-homology,” (with A. Carey and B. Wang), in preparation.
[69] “Geometric structure in smooth dual and the local Langlands conjecture,” (with A. M. Aubert, R. Plymen, and M. Solleveld). Expository article based on the Takagi Lectures. Japanese Journal of Mathematics 9, no.2: 99-136 (2014)
[70] “Expanders, exact crossed products, and the Baum-Connes conjecture,” (with E. Guentner and R. Willett). Annals of K-Theory no.2, 1:155-208 (2016).
[71] “On the local Langlands correspondence for non-tempered representations” (with A-M. Aubert, R. Plymen, and M. Solleveld) Münster Journal Math 7:27-50. Springer (2014), arXiv:1303.0828.
[72] “Equivariant Chern character for totally disconnected groups” (with T. Schick), in preparation.
[73] “The local Langlands correspondence for inner forms of SLn” (with A-M. Aubert, R. Plymen, and M. Solleveld). Research in Math. Sci., 3:32 (2016). Published online 05.12.16. DOI: 10.1186/s40687-016-0079-4.
[74] “Depth and the local Langlands correspondence,”(with A-M. Aubert, R. Plymen, and M. Solleveld). Arbeitstagung Bonn 2013 – In Memory of Friedrich Hirzebruch, (Progress in Mathematics 319). Ballmann, W., Blohmann, C., Faltings, G., Teacher, P., Zagier, D. (Eds.), pp. 17-41. Birkhäuser (2016),
[75] “Local proof of algebraic characterization of free actions,” (with P. Hajac). SIGMA 10 (2014), 060, 7 pages.
[76] “Hecke algebras for inner forms of p-adic special linear groups,” (with A-M. Aubert, R. Plymen, and M. Solleveld). Journal of the Institute of Mathematics of Jussieu, 1-69 (2015). DOI: http://dx.doi.org/10.1017/S1474748015000079.
[77] “Geometric structure for the principal series of a split reductive p-adic group with connected centre,” (with A. M. Aubert, R. Plymen, and M. Solleveld). J. Noncommut. Geom. 10, 663-680 (2016).
[78] “Noncommutative Borsuk-Ulam-Type conjectures,” (with L. Dabrowski and P. M. Hajac). Banach Center Publications, vol 106, 9-18 (2015). DOI: 10.4064/bc106-0-1.
[79] “The principal series of p-adic groups with disconnected centre,” (with A-M. Aubert, R. Plymen, and M. Solleveld). Proceedings LMS, 114: 798-854 (2017). DOI 10.1112/plms.12023.
[80] “K-homology and Fredholm operators I: Dirac operators,” (with E. van Erp), Journal of Geometry and Physics, Special issue for Alain Connes’ 70-th birthday, 2018, 101-118.
[81] “K-homology and Fredholm operators II: Elliptic operators,” (with E. van Erp). Pure and Applied Math. Quarterly 12 (2016), 225-241.
[82] “Exactness and the Kadison-Kaplansky conjecture,” (with E. Guentner and R. Willett). Contemporary Mathematics 671, Operator Algebras and Their Applications: A Tribute to Richard V. Kadison, 1-33. AMS, Providence (2016). dx.doi.org/10.1090/conm/671/13501
[83] “Conjectures about p-adic groups and their noncommutative geometry” (with A-M. Aubert, R. Plymen, and M. Solleveld). Contemporary Mathematics 691, Around Langlands Correspondences, 15-51. Providence, AMS, 2017. dx.doi.org/10.1090/conm/691/13892
[84] “Twisted spinc-bordism, D-branes, and twisted K-homology,” (with M. Joachim, M. Khorami, and T. Schick). (in preparation)
[85] “Morita equivalence for k-algebras”,” (with A. M. Aubert, R. J. Plymen, and M. Solleveld). Banach Center Publications 120, Polish Acad. Sci. Math. Inst., Warsaw, 245-265, 2020.
[86] “Smooth duals of inner forms of GLn and SLn,” (with A. M. Aubert, R. J. Plymen, and M. Solleveld), Documenta Math 24, 373-420, 2019.
[87] “The index theorem for Toeplitz operators as a corollary of Bott periodicity,” (with E. van Erp). The Quarterly Journal of Mathematics, 72 (Atiyah Memorial Issue) Issue 1-2, Oxford, 547-569, June 2021. https://doi.org/10.1093/qmath/haab008