Recent preprints and work in progress
Jean-Pierre Demailly
(last update: December 13, 2011)
[74] (in collaboration with Robert Berman)
Regularity of plurisubharmonic upper envelopes in big cohomology
classes,
Prépublication Institut Fourier, May 5, 2009, arXiv:math.CV/0905.1246,
Proceedings of the Symposium "Perspectives in Analysis, Geometry and
Topology" in honor of Oleg Viro (Stockholm University, May 2008),
to appear
[envelope.pdf]
[75] Holomorphic Morse inequalities and asymptotic cohomology groups:
a tribute to Bernhard Riemann,
Prépublication Institut Fourier, February 23, 2010,
math.CV:hal-00462954, Proceedings of the Riemann International School
of Mathematics "Advances in Number Theory and Geometry" held in
Verbania, Italy, April 2009; Milan J. Math. 78 (2010), 265-277
[asympt_cohomology.pdf]
[76] On the mathematical heritage of Henri Cartan, Cartan and
Complex Analytic Geometry, Notices of the AMS 57, number 8
(Sept. 2010), 952-954
[cartan_heritage.pdf]
[77] A converse to the Andreotti-Grauert theorem, Prépublication Institut Fourier, October 11, 2010,
math.AG:hal-00536317, arXiv: math.AG/1011.3635, to appear in the
Proceedings of the conference in honor of Nguyen Thanh Van (Université
de Toulouse, October 2008), Ann. Faculté des Sciences de Toulouse
[converse_AG.pdf]
[78] Holomorphic Morse inequalities and the Green-Griffiths-Lang conjecture
, Prépublication Institut Fourier, November 15, 2010,
math.AG:hal-00536319, arXiv: math.AG/1011.3636, dedicated to the
memory of Eckart Viehweg; Pure and Applied Mathematics
Quarterly 7 (2011) 1165-1208
[morse_ggl.pdf]
[79] (in collaboration with Christopher Hacon and Mihai Paun)
Extension theorems, Non-vanishing and the existence of good minimal
models, arXiv: math.AG/1012.0493
[minimal_models.pdf]
[80] (in collaboration with Slawomir Dinew, Vincent Guedj, Hoang Hiep Pham,
Slawomir Kolodziej, Ahmed Zeriahi)
Hölder continuous solutions to Monge-Ampère equations,
arXiv: math.CV/1112.1138
[holder_solutions.pdf]
[81] (in collaboration with Hoang Hiep Pham)
A sharp lower bound for the log canonical threshold,
hal-00661341 and arXiv: math.CV/1201.4086
[lct-sharp-bound.pdf]
Research papers (already published or accepted)
Books, textbooks & other documents