| [1] |
László Lempert. Acyclic sheaves in Banach spaces.
In Geometric analysis of PDE and several complex
variables, volume 368 of Contemp. Math., pages
313-320. Amer. Math. Soc., Providence, RI, 2005. |
| [2] |
László Lempert. Holomorphic functions on
(generalized) loop spaces. Math. Proc. R. Ir. Acad.,
104A(1):35-46 (electronic), 2004. |
| [3] |
László Lempert and Ning Zhang. Dolbeault
cohomology of a loop space. Acta Math., 193(2):241-268,
2004. |
| [4] |
László Lempert. Vanishing cohomology for
holomorphic vector bundles in a Banach setting. Asian J.
Math., 8(1):65-85, 2004. |
| [5] |
László Lempert. The equation in N
variables, as N varies. In Complex analysis in several
variables-Memorial Conference of Kiyoshi Oka's Centennial
Birthday, volume 42 of Adv. Stud. Pure Math.,
pages 189-202. Math. Soc. Japan, Tokyo, 2004. |
| [6] |
László Lempert. Plurisubharmonic domination.
J. Amer. Math. Soc., 17(2):361-372 (electronic),
2004. |
| [7] |
László Lempert. Analytic cohomology in
Fréchet spaces. Comm. Anal. Geom., 11(1):17-32,
2003. |
| [8] |
László Lempert. Holomorphic approximation in
Fréchet spaces. Comm. Anal. Geom., 11(1):1-15,
2003. |
| [9] |
László Lempert. On Fréchet spaces with a
dominant norm. Math. Proc. R. Ir. Acad., 102A(2):127-129,
2002. |
| [10] |
László Lempert and Róbert Szőke. The
tangent bundle of an almost complex manifold. Canad. Math.
Bull., 44(1):70-79, 2001. |
| [11] |
László Lempert. The Dolbeault complex in infinite
dimensions. III. Sheaf cohomology in Banach spaces. Invent.
Math., 142(3):579-603, 2000. |
| [12] |
László Lempert. Approximation of holomorphic
functions of infinitely many variables. II. Ann. Inst. Fourier
(Grenoble), 50(2):423-442, 2000. |
| [13] |
László Lempert. Approximation de fonctions
holomorphes d'un nombre infini de variables. Ann. Inst. Fourier
(Grenoble), 49(4):1293-1304, 1999. |
| [14] |
László Lempert. The Dolbeault complex in infinite
dimensions. II. J. Amer. Math. Soc., 12(3):775-793,
1999. |
| [15] |
László Lempert. The Cauchy-Riemann equations in
infinite dimensions. In Journées “Équations
aux Dérivées Partielles” (Saint-Jean-de-Monts,
1998), pages Exp.No.VIII, 8. Univ. Nantes, Nantes, 1998. |
| [16] |
László Lempert. The Dolbeault complex in infinite
dimensions. I. J. Amer. Math. Soc., 11(3):485-520,
1998. |
| [17] |
László Lempert. Spaces of Cauchy-Riemann
manifolds. In CR-geometry and overdetermined systems (Osaka,
1994), volume 25 of Adv. Stud. Pure Math., pages
221-236. Math. Soc. Japan, Tokyo, 1997. |
| [18] |
László Lempert. The problem of complexifying a
Lie group. In Multidimensional complex analysis and partial
differential equations (Sao Carlos, 1995), volume 205 of
Contemp. Math., pages 169-176. Amer. Math. Soc.,
Providence, RI, 1997. |
| [19] |
László Lempert. Algebraic approximations. In
Geometric complex analysis (Hayama, 1995), pages 393-399.
World Sci. Publ., River Edge, NJ, 1996. |
| [20] |
László Lempert. The Virasoro group as a complex
manifold. Math. Res. Lett., 2(4):479-495, 1995. |
| [21] |
László Lempert. Algebraic approximations in
analytic geometry. Invent. Math., 121(2):335-353,
1995. |
| [22] |
Jean-Pierre Demailly, László Lempert, and Bernard
Shiffman. Algebraic approximations of holomorphic maps from Stein
domains to projective manifolds. Duke Math. J.,
76(2):333-363, 1994. |
| [23] |
László Lempert. Embeddings of three-dimensional
Cauchy-Riemann manifolds. Math. Ann., 300(1):1-15,
1994. |
| [24] |
A. Erëmenko and L. Lempert. An extremal problem
for polynomials. Proc. Amer. Math. Soc., 122(1):191-193,
1994. |
| [25] |
László Lempert. Metamorphoses of the Kobayashi
metric. In Proceedings of GARC Workshop on Geometry and
Topology '93 (Seoul, 1993), volume 18 of Lecture
Notes Ser., pages 177-210, Seoul, 1993. Seoul Nat. Univ. |
| [26] |
László Lempert. Loop spaces as complex manifolds.
J. Differential Geom., 38(3):519-543, 1993. |
| [27] |
László Lempert. Complex structures on the tangent
bundle of Riemannian manifolds. In Complex analysis and
geometry, Univ. Ser. Math., pages 235-251. Plenum, New York,
1993. |
| [28] |
László Lempert. Elliptic and hyperbolic tubes. In
Several complex variables (Stockholm, 1987/1988),
volume 38 of Math. Notes, pages 440-456. Princeton
Univ. Press, Princeton, NJ, 1993. |
| [29] |
Erik Andersén and László Lempert. On the
group of holomorphic automorphisms of Cn.
Invent. Math., 110(2):371-388, 1992. |
| [30] |
László Lempert. On three-dimensional
Cauchy-Riemann manifolds. J. Amer. Math. Soc.,
5(4):923-969, 1992. |
| [31] |
David Catlin and László Lempert. A note on the
instability of embeddings of Cauchy-Riemann manifolds. J. Geom.
Anal., 2(2):99-104, 1992. |
| [32] |
László Lempert. Imbedding pseudo-Hermitian
manifolds into a sphere. In Complex analysis (Wuppertal,
1991), Aspects Math., E17, pages 194-199. Vieweg,
Braunschweig, 1991. |
| [33] |
László Lempert and Róbert Szőke.
Global solutions of the homogeneous complex Monge-Ampère
equation and complex structures on the tangent bundle of Riemannian
manifolds. Math. Ann., 290(4):689-712, 1991. |
| [34] |
László Lempert. Erratum: “A precise result
on the boundary regularity of biholomorphic mappings”
[Math.Z.193 (1986), no.4, 559-579; MR0867348 (88a:32033)].
Math. Z., 206(3):501-504, 1991. |
| [35] |
László Lempert and Lee A. Rubel. An
independence result in several complex variables. Proc. Amer.
Math. Soc., 113(4):1055-1065, 1991. |
| [36] |
Steve Bell and László Lempert. A C
Schwarz reflection principle in one and several complex variables.
J. Differential Geom., 32(3):899-915, 1990. |
| [37] |
É. Amar and L. Lempert. Geometric regularity
versus analytic regularity: higher codimensional case. Ann.
Scuola Norm. Sup. Pisa Cl. Sci. (4), 17(2):297-321, 1990. |
| [38] |
László Lempert. Imbedding Cauchy-Riemann
manifolds into a sphere. Internat. J. Math., 1(1):91-108,
1990. |
| [39] |
László Lempert. Holomorphic invariants, normal
forms, and the moduli space of convex domains. Ann. of Math.
(2), 128(1):43-78, 1988. |
| [40] |
László Lempert. Complex geometry in convex
domains. In Proceedings of the International Congress of
Mathematicians, Vol. 1, 2 (Berkeley, Calif., 1986), pages
759-765, Providence, RI, 1987. Amer. Math. Soc. |
| [41] |
L. Lempert. A note on the paper: “Analyticity of the
solution of boundary value problems for a selfadjoint ordinary
differential equation with polynomial coefficients via gradient
method” [Ann.Univ.Sci. Budapest.Eötvös
Sect.Math.26 (1983), 77-79; MR0719779 (85i:65102c)] by A.
Shamandy and A. El-Nenae. Ann. Univ. Sci. Budapest.
Eötvös Sect. Math., 29:247 (1987), 1986. |
| [42] |
László Lempert. A precise result on the boundary
regularity of biholomorphic mappings. Math. Z.,
193(4):559-579, 1986. |
| [43] |
László Lempert. On the boundary behavior of
holomorphic mappings. In Contributions to several complex
variables, Aspects Math., E9, pages 193-215. Vieweg,
Braunschweig, 1986. |
| [44] |
László Lempert. Symmetries and other
transformations of the complex Monge-Ampère equation.
Duke Math. J., 52(4):869-885, 1985. |
| [45] |
László Lempert. Intrinsic distances and
holomorphic retracts. In Complex analysis and applications '81
(Varna, 1981), pages 341-364. Publ. House Bulgar. Acad. Sci.,
Sofia, 1984. |
| [46] |
László Lempert. Intrinsic metrics. In Complex
analysis of several variables (Madison, Wis., 1982),
volume 41 of Proc. Sympos. Pure Math., pages 147-150.
Amer. Math. Soc., Providence, RI, 1984. |
| [47] |
László Lempert. Solving the degenerate complex
Monge-Ampère equation with one concentrated singularity.
Math. Ann., 263(4):515-532, 1983. |
| [48] |
L. Lempert. Holomorphic retracts and intrinsic metrics in
convex domains. Anal. Math., 8(4):257-261, 1982. |
| [49] |
László Lempert. Imbedding strictly pseudoconvex
domains into a ball. Amer. J. Math., 104(4):901-904,
1982. |
| [50] |
László Lempert. La métrique de Kobayashi
et la représentation des domaines sur la boule. Bull.
Soc. Math. France, 109(4):427-474, 1981. |
| [51] |
László Lempert. Boundary behaviour of meromorphic
functions of several variables. Acta Math., 144(1-2):1-25,
1980. |
| [52] |
L. Lempert. A note on mapping polydiscs into balls and
vice versa. Acta Math. Acad. Sci. Hungar.,
34(1-2):117-119, 1979. |
| [53] |
L. Lempert. Recursion for orthogonal polynomials on
complex domains. In Fourier analysis and approximation theory
(Proc. Colloq., Budapest, 1976), Vol. II, volume 19 of
Colloq. Math. Soc. János Bolyai, pages 481-494.
North-Holland, Amsterdam, 1978. |
