Articles 1 to 33 of 33

1.

arXiv:0708.2887 Bordered Riemann surfaces in C^2. Franc Forstneric, Erlend Fornaess Wold. math.CV (math.AG).

2.

arXiv:0708.2155 Strongly pseudoconvex domains as subvarieties of complex manifolds. Barbara Drinovec Drnovsek, Franc Forstneric. math.CV (math.AG).

3.

arXiv:0705.0591 The Oka principle for stratified fiber bundles over Stein spaces. Franc Forstneric. math.CV.

4.

math.CV/0609706 Manifolds of holomorphic mappings from strongly pseudoconvex domains. Franc Forstneric. math.CV (math.FA).

5.

math.CV/0607185 Approximation of holomorphic mappings on strongly pseudoconvex domains. Barbara Drinovec-Drnovsek, Franc Forstneric. math.CV (math.FA).

6.

math/0604118 Holomorphic curves in complex spaces. Barbara Drinovec-Drnovsek, Franc Forstneric. Duke Math. J. 139 (2007), 203--254. math.CV (math.AG).

7.

math/0511122 An interpolation theorem for proper holomorphic embeddings. Franc Forstneric, Bjorn Ivarsson, Frank Kutzschebauch, Jasna Prezelj. Erwin Schroedinger Institut, preprint number 1735. Math. Ann. 338 (2007), 545--554. math.CV.

8.

math/0509419 Deformations of Stein structures and extensions of holomorphic mappings. Franc Forstneric, Marko Slapar. Math. Res. Lett. 14 (2007), 343--357. math.CV (math.GT).

9.

math.CV/0507212 Stein structures and holomorphic mappings. Franc Forstneric, Marko Slapar. math.CV (math.GT).

10.

math.CV/0411048 Extending holomorphic mappings from subvarieties in Stein manifolds. Franc Forstneric. Ann. Inst. Fourier, Grenoble, 55, 3 (2005), 733-751. math.CV.

11.

math.CV/0410390 Holomorphic discs with dense images. Franc Forstneric, Joerg Winkelmann. Math. Res. Lett., 12 (2005), 265--268. math.CV.

12.

math/0410386 Stein compacts in Levi-flat hypersurfaces. Franc Forstneric, Christine Laurent-Thiebaut. Trans. Amer. Math. Soc. 360 (2008), no. 1, 307--329. math.CV.

13.

math.CV/0406572 A contractible Levi-flat hypersurface in C^2 which is a determining set for pluriharmonic functions. Franc Forstneric. Arkiv Math., 44 (2006), 87-91. math.CV.

14.

math.CV/0406210 Most real analytic Cauchy-Riemann manifolds are nonalgebraizable. Franc Forstneric. Manuscripta math., 115 (2004), 489-494. math.CV.

15.

math.CV/0402278 Runge approximation on convex sets implies the Oka property. Franc Forstneric. Annals of Math., 163 (2006), 689-707. math.CV.

16.

math.CV/0401439 Holomorphic flexibility properties of complex manifolds. Franc Forstneric. Amer. J. Math., 128 (2006), 239--270. math.CV (math.AG).

17.

math.CV/0309093 Holomorphic submersions from Stein manifolds. Franc Forstneric. Ann. Inst. Fourier (Grenoble), 54 (2004), 1913--1942. math.CV.

18.

math.CV/0305238 Oka's principle for holomorphic fiber bundles with sprays. Franc Forstneric, Jasna Prezelj. Math. Ann., 317 (2000), 117-154. math.CV.

19.

math.CV/0305237 Strongly pseudoconvex handlebodies. Franc Forstneric, Jernej Kozak. J. Korean Math. Soc. 40 (2003), 727-745. math.CV.

20.

math.CV/0301067 The homotopy principle in complex analysis: a survey. Franc Forstneric. Contemporary Mathematics, 332 (2003), 73-99. math.CV.

21.

math.CV/0211112 Noncritical holomorphic functions on Stein manifolds. Franc Forstneric. Acta Math., 191 (2003), 143-189. math.CV.

22.

math.CV/0201097 Stein Domains in Complex Surfaces. Franc Forstneric. J. Geom. Anal., 13 (2003), 77-94. math.CV.

23.

math.CV/0110201 The Oka principle for sections of subelliptic submersions. Franc Forstneric. Math. Z. 241, 527-551 (2002). math.CV.

24.

math.CV/0107039 The Oka principle for multivalued sections of ramified mappings. Franc Forstneric. Forum Math., 15 (2003), 309--328. math.CV.

25.

math.CV/0101238 The Oka principle, lifting of holomorphic maps and removability of intersections. Franc Forstneric. math.CV.

26.

math.CV/0101058 Embedding some bordered Riemann surfaces in the affine plane. Miran Cerne, Franc Forstneric. Math. Res. Lett., 9 (2002), 683--696. math.CV.

27.

math.CV/0101040 Oka's principle for holomorphic submersions with sprays. Franc Forstneric, Jasna Prezelj. Math. Ann. 322, 633-666 (2002). math.CV.

28.

math.CV/0101034 Extending holomorphic sections from complex subvarieties. Franc Forstneric, Jasna Prezelj. Math. Z. 236 (2001), 43-68. math.CV.

29.

math.CV/0101033 On complete intersections. Franc Forstneric. Ann. Inst. Fourier, 51, 2 (2001), 479-512. math.CV.

30.

math.CV/0101032 Proper holomorphic discs in C^2. Franc Forstneric, Josip Globevnik. Math. Res. Lett. 8, 257-274 (2001). math.CV.

31.

math.CV/0003149 Solving the $d$ and $\bar\partial$-equation in thin tubes and applications to mappings. Franc Forstneric, Erik Low, Nils Ovrelid. Michigan Math. J., 49 (2001), 369--416. math.CV.

32.

math/9604221 A Carleman type theorem for proper holomorphic embeddings. Gregery T. Buzzard, Franc Forstneric. MSRI 1996-021. math.CV.

33.

math/9603210 An interpolation theorem for holomorphic automorphisms of {\bf C}$^n$. Gregery T. Buzzard, Franc Forstneric. MSRI 1996-015. math.CV.

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