Math @ Duke

Papers Published
 Saper, L, ℒmodules and microsupport,
to appear in Annals of Mathematics
(2018)
 Saper, L, Perverse sheaves and the reductive BorelSerre compactification,
in Hodge Theory and L²analysis, edited by Ji, L, vol. 39
(2017),
pp. 555581, International Press [abs]
 Ji, L; Murty, VK; Saper, L; Scherk, J, The fundamental group of reductive Borel–Serre and Satake compactifications,
Asian Journal of Mathematics, vol. 19 no. 3
(2015),
pp. 465486 [arXiv:1106.4810], [available here], [doi] [abs]
 Borel, A, Lie Groups and Linear Algebraic Groups I. Complex and Real Groups,
in Lie Groups and Automorphic Forms, AMS/IP Studies in Advanced Mathematics, edited by Saper, L, vol. 37
(2006),
pp. 150, American Mathematical Society/International Press
 Borel, A, Introduction to the Cohomology of Arithmetic Groups,
in Lie Groups and Automorphic Forms, AMS/IP Studies in Advanced Mathematics, edited by Saper, L, vol. 37
(2006),
pp. 5186, American Mathematical Society/International Press
 Leslie D. Saper, modules and the conjecture of Rapoport and GoreskyMacPherson,
in Formes Automorphes (I)  Actes du Semestre du Centre Émile Borel, printemps 2000, Astérisque, edited by J. Tilouine, H. Carayol, M. Harris, M.F. Vignéras, vol. 298
(2005),
pp. 319334, Société Mathématique de France [MR2141706], [arXiv:math/0112250] [abs]
 Saper, L, ℒmodules and the conjecture of Rapoport and GoreskyMacpherson,
in Formes Automorphes (I) — Actes du Semestre du Centre Émile Borel, printemps 2000, edited by Tilouine, J; Carayol, H; Harris, M; Vignéras, MF, vol. 298 no. 298
(2005),
pp. 319334, ISSN 03031179, ISBN 2856291724 [abs]
 Saper, L, L²cohomology of locally symmetric spaces. I,
Pure and Applied Mathematics Quarterly, vol. 1 no. 4
(2005),
pp. 889937 [MR2201005], [arXiv:math/0412353], [0412353v3], [doi] [abs]
 Saper, L, Geometric rationality of equalrank Satake compactifications,
Mathematical Research Letters, vol. 11 no. 5
(2004),
pp. 653671 [MR2106233], [arXiv:math/0211138], [0211138v4] [abs]
 Saper, L, On the Cohomology of Locally Symmetric Spaces and of their Compactifications,
in Current developments in mathematics, 2002, edited by Jerison, D; Lusztig, G; Mazur, B; Mrowka, T; Schmid, W; Stanley, R; Yau, ST
(2003),
pp. 219289, International Press (reprinted in Lie Groups and
Automorphic Forms, edited by L. Ji, et al.,
AMS/IP Studies in Advanced Mathematics, vol. 37, 2006.) [MR2062320], [arXiv:math/0306403] [abs]
 Saper, L, Tilings and finite energy retractions of locally symmetric spaces,
Commentarii Mathematici Helvetici, vol. 72 no. 2
(1997),
pp. 167201 [MR99a:22019] [abs]
 Saper, L, L²cohomology of the WeilPeterson metric,
in Mapping Class Groups and Moduli Spaces of Riemann Surfaces Proceedings of Workshops Held June 2428, 1991, in Göttingen, Germany, and August 610, 1991, in Seattle, Washington, edited by Bödigheimer, CF; Hain, R, vol. 150
,
pp. 345360, Amer. Math. Soc., ISBN 0821851675 [MR94j:32014]
 Leslie D. Saper and Mark Stern, Appendix to: On the shape of the contribution of a fixed point on the boundary. The case of Qrank one, by M. Rapoport,
in The Zeta Functions of Picard Modular Surfaces, edited by R. Langlands and D. Ramakrishnan
(1992), Les Publications CRM, Montréal (pp. 489491.) [MR93e:11070b]
 Saper, L, L²cohomology of Kähler varieties with isolated singularities,
Journal of Differential Geometry, vol. 36 no. 1
(1992),
pp. 89161, ISSN 1945743X [MR93e:32038]
 Saper, L; Stern, M, Appendix to: On the shape of the contribution of a fixed point on the boundary. The case of Qrank one, by M. Rapoport,
in The zeta functions of Picard modular surfaces based on lectures delivered at a CRM Workshop in the spring of 1988, edited by Langlands, R; Ramakrishnan, D
(1992),
pp. 489491, Centre De Recherches Mathématiques
 Habegger, N; Saper, L, Intersection cohomology of csspaces and Zeeman's filtration,
Inventiones mathematicae, vol. 105 no. 1
,
pp. 247272, ISSN 00209910 [MR92k:55010], [doi]
 Saper, L, L₂cohomology of algebraic varieties,
in Proceedings of the International Congress of Mathematicians, August 2129, 1990, Kyoto, edited by Satake, I, vol. 1
,
pp. 735746, SpringerVerlag, ISBN 0387700471 [MR93e:32037]
 Saper, L; Zucker, S, An introduction to L²cohomology,
in Several Complex Variables and Complex Geometry, vol. 52, Part 2
,
pp. 519534, Amer. Math. Soc., ISBN 0821814907 [MR92k:14023]
 Stern, M; Saper, L, L²cohomology of arithmetic varieties,
Annals of Mathematics, vol. 132 no. 1
,
pp. 169 [MR91m:14027], [doi]
 Saper, L; Stern, M, L²cohomology of arithmetic varieties,
Proceedings of the National Academy of Sciences of USA, vol. 84 no. 16
,
pp. 55165519 [MR89g:32052], [doi] [abs]
 Saper, L, L₂cohomology and intersection homology of certain algebraic varieties with isolated singularities,
Inventiones mathematicae, vol. 82 no. 2
,
pp. 207255, ISSN 00209910 [MR87h:32029], [doi]
Preprints
 L. Ji, K. Murty, L. Saper, and J. Scherk, The Congruence Subgroup Kernel and the Fundamental Group of the Reductive BorelSerre Compactification
(June, 2011) [arXiv:1106.4810] [abs] [author's comments]


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