Math @ Duke

Papers Published
 Cherkis, SA; LarrainHubach, A; Stern, M, Instantons on multiTaubNUT Spaces I: Asymptotic Form and Index Theorem,
Journal of Differential Geometry
(December, 2019), International Press [abs]
 Cerbo, LFD; Stern, M, Price Inequalities and Betti Number Growth on Manifolds without
Conjugate Points,
Communications in Analysis and Geometry
(August, 2019), International Press [abs]
 Lipnowski, M; Stern, M, Geometry of the Smallest 1form Laplacian Eigenvalue on Hyperbolic Manifolds,
Geometrical and Functional Analysis Gafa, vol. 28 no. 6
(December, 2018),
pp. 17171755, Springer Nature [doi] [abs]
 Stern, M, "Nonlinear Harmonic Forms and Indefinite Bochner Formulas " in
Hodge Theory and L^2Analysis, vol. 39
(2017), Higher Education Press
 Stern, MA; Charbonneau, B, Asymptotic Hodge Theory of Vector Bundles,
Communications in Analysis and Geometry, vol. 23 no. 3
(December, 2015),
pp. 559609, International Press
 Stern, M, $C^{\infty}$ Stability, Canonical Maps, and Discrete Dynamics
(October, 2014) (arXiv:1410.8851.) [abs]
 Degeratu, A; Stern, M, Witten Spinors on Nonspin Manifolds,
Communications in Mathematical Physics, vol. 324 no. 2
(2013),
pp. 301350, Springer Nature, ISSN 00103616 [DG/1112.0194], [0194], [doi] [abs]
 Melnikov, I; Quigley, C; Sethi, S; Stern, M, Target spaces from chiral gauge theories,
Journal of High Energy Physics, vol. 2013 no. 2
(2013),
pp. 156, Springer Nature, ISSN 11266708 [1212], [doi] [abs]
 Quigley, C; Sethi, S; Stern, M, Novel branches of (0, 2) theories,
Journal of High Energy Physics, vol. 2012 no. 9
(September, 2012), Springer Science and Business Media LLC, ISSN 10298479 [3228], [doi] [abs]
 Quigley, C; Sethi, S; Stern, M, Novel branches of (0, 2) theories,
Journal of High Energy Physics, vol. 2012 no. 9
(January, 2012) [doi] [abs]
 Stern, MA, Geometry of Stable Yang Mills Connections,
in Advances in Geometric Analysis
(2012), International Pressof Boston Incorporated, ISBN 1571462481 [abs]
 Stern, M, Geometry of minimal energy YangMills connections,
Journal of Differential Geometry, vol. 86 no. 1
(2010),
pp. 163188, International Press of Boston, ISSN 0022040X [arXiv:0808.0667], [doi] [abs]
 Stern, M, Fixed point theorems from a de Rham perspective,
Asian Journal of Mathematics, vol. 13 no. 1
(January, 2009),
pp. 065088, ISSN 10936106 [doi]
 STERN, M, B FIELDS FROM A LUDDITE PERSPECTIVE,
in Proceedings of 3rd International Symposium on Quantum Theory and Symmetries (QTS3),
Quantum Theory and Symmetries
(October, 2004), World Scientific [doi]
 Paban, S; Sethi, S; Stern, M, I. Noncommutativity and supersymmetry,
Journal of High Energy Physics, vol. 6 no. 3
(March, 2002),
pp. 183200 [abs]
 Paban, S; Sethi, S; Stern, M, Noncommutativity and Supersymmetry,
Journal of High Energy Physics, vol. 2002 no. 03
(March, 2002),
pp. 012012, Springer Science and Business Media LLC [0201259], [doi]
 Stern, MA, Quantum Mechanical Mirror Symmetry, D Branes, and B fields,
Eprint
(2002) [02091292]
 BrittoPacumio, R; Maloney, A; Strominger, A; Stern, M, Spinning bound states of two and three black holes,
Journal of High Energy Physics, vol. 5 no. 11
(January, 2001),
pp. 119, ISSN 10298479 [hepth/0106099], [doi] [abs]
 Pardon, W; Stern, M, Pure hodge structure on the L_{2}cohomology of varieties with isolated singularities,
Journal Fur Die Reine Und Angewandte Mathematik, vol. 533
(2001),
pp. 5580
 Stern, M; Yi, P, Counting YangMills dyons with index theorems,
Physical Review D, vol. 62 no. 12
(December, 2000),
pp. 115, ISSN 05562821 [hepth/0005275], [doi] [abs]
 Sethi, S; Stern, M, The structure of the D0D4 bound state,
Nuclear Physics B, vol. 578 no. 12
(July, 2000),
pp. 163198, Elsevier BV [hepth/0002131], [doi] [abs]
 Sethi, S; Stern, M, Invariance theorems for supersymmetric YangMills theories,
Advances in Theoretical and Mathematical Physics, vol. 4 no. 2
(January, 2000),
pp. 112, ISSN 10950761 [hepth/0001189], [doi] [abs]
 Paban, S; Sethi, S; Stern, M, Summing up instantons in threedimensional YangMills theories,
Advances in Theoretical and Mathematical Physics, vol. 3 no. 2
(January, 1999),
pp. 118, ISSN 10950761 [doi] [abs]
 Paban, S; Sethi, S; Stern, M, Constraints from extended supersymmetry in quantum mechanics,
Nuclear Physics B, vol. 534 no. 12
(November, 1998),
pp. 137154, Elsevier BV [doi] [abs]
 Sethi, S; Stern, M, Dbrane bound states redux,
Communications in Mathematical Physics, vol. 194 no. 3
(1998),
pp. 675705, Springer Nature [doi] [abs]
 Sethi, S; Stern, M, A comment on the spectrum of Hmonopoles,
Physics Letters B, vol. 398 no. 12
(April, 1997),
pp. 4751, Elsevier BV [doi] [abs]
 Sethi, S; Stern, M; Zaslow, E, Monopole and dyon bound states in N = 2 supersymmetric YangMills theories,
Nuclear Physics B, vol. 457 no. 3
(December, 1995),
pp. 484510, Elsevier BV, ISSN 05503213 [doi] [abs]
 Stern, M, Lefschetz formulae for arithmetic varieties,
Inventiones Mathematicae, vol. 115 no. 1
(December, 1994),
pp. 241296, Springer Nature, ISSN 00209910 [doi]
 Stern, M, Index theory for certain complete kähler manifolds,
Journal of Differential Geometry, vol. 37 no. 3
(January, 1993),
pp. 467503, International Press of Boston [doi]
 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
 Pardon, WL; Stern, MA, L^{2} ∂cohomology of complex projective varieties,
Journal of the American Mathematical Society, vol. 4 no. 3
(January, 1991),
pp. 603621, American Mathematical Society (AMS) [doi]
 SAPER, L; STERN, M, L2COHOMOLOGY OF ARITHMETIC VARIETIES,
Annals of Mathematics, vol. 132 no. 1
(July, 1990),
pp. 169, JSTOR [doi]
 Stern, M, Eta invariants and Hermitian locally symmetric spaces,
Journal of Differential Geometry, vol. 31 no. 3
(January, 1990),
pp. 771789, International Press of Boston [doi]
 Stern, M, L^{2}index theorems on locally symmetric spaces,
Inventiones Mathematicae, vol. 96 no. 2
(June, 1989),
pp. 231282, Springer Nature, ISSN 00209910 [doi]
 Saper, L; Stern, M, L²cohomology of arithmetic varieties,
Proceedings of the National Academy of Sciences of the United States of America, vol. 84 no. 16
(August, 1987),
pp. 55165519 [doi] [abs]
 Bill Pardon, Mark A Stern, Pure Hodge structures on the L2cohomology of varieties with isolated singularities.,
J. Reine Angew. Math. 533 (2001) 5580.
 Sonia Paban, Savdeep Sethi, and Mark A. Stern, Summing Instantons in 3 dimensional YangMills theories,
Adv. Theor. Math. Phys, vol. 3, (1999).
[hepth/9808119] [abs]
 S. Paban, S. Sethi, Mark A Stern, Supersymmetry and higher derivative terms in the effective action of YangMills,
J. High Energy Physics. 06:12 (1998)
 Mark A. Stern, L^2Cohomology and index theory of noncompact manifolds,
Proceedings of Symposia in Pure Math. 54 (1993), 559575
 L. Saper, Mark A. Stern, Appendix to an article of Rapaport,
Zeta functions of Picard Modular Varieties, R.P. Langlands and D. Ramakrishnan ed. CRM, Montreal (1992)
 L. Saper and Mark A. Stern, L^2 cohomology of arithmetic varieties,
Annals of Math. 132 (1990), 169
 Mark A. Stern, L^2 index theorems on locally symmetric spaces,
Inventiones 96 (1989), 231282
 L.Saper and Mark A. Stern, L^2 cohomology of arithmetic varieties,
Proc. Natl. Acad. Sci. 84 (1987), 55165519
 Mark A. Stern, L^2 index theorems on warped products,
Thesis, Princeton University, 1984
Preprints
 Mark Stern, Nonlinear Harmonic Forms and an Exotic Bochner Formula
(2014) (arXiv:1411.0144.)
 M.A. Stern, Spectral asymmetry for manifolds of special holonomy
(2009)
 M.A. Stern, Mechanical B fields and D branes
(2003) [hepth /0310020]


dept@math.duke.edu
ph: 919.660.2800
fax: 919.660.2821
 
Mathematics Department
Duke University, Box 90320
Durham, NC 277080320

