Erlend Fornæss Wold

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Phone +47-22855915
Room 715
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Visiting address Ullevål stadion Sognsveien 77 B 0855 OSLO
Postal address Postboks 1053 Blindern 0316 OSLO
Other affiliations Department of Mathematics
Tags: Mathematics, Several Complex Variables, China, USA, Brazil

Publications

  • Wold, Erlend Fornæss (2017). Asymptotics of invariant metrics in the normal direction and a new characterisation of the unit disk. Mathematische Zeitschrift.  ISSN 0025-5874.  s 1- 13 . doi: 10.1007/s00209-017-1917-9
  • Andrist, Rafael B.; Shcherbina, Nikolay & Wold, Erlend Fornæss (2016). The Hartogs extension theorem for holomorphic vector bundles and sprays. Arkiv för matematik.  ISSN 0004-2080.  54(2), s 299- 319 . doi: 10.1007/s11512-015-0226-y
  • Andrist, Rafael; Forstneric, Franc; Ritter, Tyson & Wold, Erlend Fornæss (2016). Proper holomorphic embeddings into stein manifolds with the density property. Journal d'Analyse Mathematique.  ISSN 0021-7670.  130(1), s 135- 150 . doi: 10.1007/s11854-016-0031-y
  • Diederich, Klas; Fornæss, John Erik & Wold, Erlend Fornæss (2016). A characterization of the ball in Cn. International Journal of Mathematics.  ISSN 0129-167X.  27(9) . doi: 10.1142/S0129167X16500786
  • Fornæss, John Erik & Wold, Erlend Fornæss (2016). Non-autonomous basins with uniform bounds are elliptic. Proceedings of the American Mathematical Society.  ISSN 0002-9939.  144(11), s 4709- 4714 . doi: 10.1090/proc/12476
  • Magnusson, Benedikt Steinar & Wold, Erlend Fornæss (2016). A characterization of totally real carleman sets and an application to products of stratified totally real sets. Mathematica Scandinavica.  ISSN 0025-5521.  118(2), s 285- 290 . doi: 10.7146/math.scand.a-23690
  • Andrist, Rafael B. & Wold, Erlend Fornæss (2015). Free dense subgroups of holomorphic automorphisms. Mathematische Zeitschrift.  ISSN 0025-5874.  280(1-2), s 335- 346 . doi: 10.1007/s00209-015-1425-8
  • Arosio, Leandro; Bracci, Filippo & Wold, Erlend Fornæss (2015). Embedding univalent functions in filtering Loewner chains in higher dimension. Proceedings of the American Mathematical Society.  ISSN 0002-9939.  143(4), s 1627- 1634 . doi: 10.1090/S0002-9939-2014-12339-2
  • Fornæss, John Erik & Wold, Erlend Fornæss (2015). An estimate for the squeezing function and estimates of invariant metrics. Springer Proceedings in Mathematics & statistics.  ISSN 2194-1009.  144, s 135- 147 . doi: 10.1007/978-4-431-55744-9_9
  • Forstneric, Franc & Wold, Erlend Fornæss (2015). Fatou–Bieberbach domains in C^n\R^k. Arkiv för matematik.  ISSN 0004-2080.  53(2), s 259- 270 . doi: 10.1007/s11512-014-0209-4
  • Izzo, Alexander J.; Samuelsson Kalm, Håkan & Wold, Erlend Fornæss (2015). Presence or absence of analytic structure in maximal ideal spaces. Mathematische Annalen.  ISSN 0025-5831.  s 1- 20 . doi: 10.1007/s00208-015-1330-9
  • Kutzschebauch, Frank & Wold, Erlend Fornæss (2015). Carleman approximation by holomorphic automorphisms of Cn. Journal für die Reine und Angewandte Mathematik.  ISSN 0075-4102.  2015, s 1- 19 . doi: 10.1515/crelle-2015-0056
  • Løw, Erik; Pereira, Jorge V.; Peters, Han & Wold, Erlend Fornæss (2015). Polynomial completion of symplectic jets and surfaces containing involutive lines. Mathematische Annalen.  ISSN 0025-5831.  364(1), s 519- 538 . doi: 10.1007/s00208-015-1217-9
  • Andrist, Rafael B & Wold, Erlend Fornæss (2014). Riemann surfaces in stein manifolds with the density property. Annales de l'Institut Fourier.  ISSN 0373-0956.  64(2), s 681- 697 Full text in Research Archive.
  • Klas, Diederich; Fornæss, John Erik & Wold, Erlend Fornæss (2014). Exposing Points on the Boundary of a Strictly Pseudoconvex or a Locally Convexifiable Domain of Finite 1-Type. Journal of Geometric Analysis.  ISSN 1050-6926.  24(4), s 2124- 2134 . doi: 10.1007/s12220-013-9410-0
  • Arosio, Leandro; Bracci, Filippo & Wold, Erlend Fornæss (2013). Solving the Loewner PDE in complete hyperbolic starlike domains of C-N. Advances in Mathematics.  ISSN 0001-8708.  242, s 209- 216 . doi: 10.1016/j.aim.2013.02.024
  • Fornæss, John Erik; Sibony, Nessim & Wold, Erlend Fornæss (2013). Q-Complete domains with corners in P-n and extension of line bundles. Mathematische Zeitschrift.  ISSN 0025-5874.  273(1-2), s 589- 604 . doi: 10.1007/s00209-012-1021-0
  • Forstneric, Franc & Wold, Erlend Fornæss (2013). Embeddings of infinitely connected planar domains into C^2. Analysis & PDE.  ISSN 2157-5045.  6(2), s 499- 514 . doi: 10.2140/apde.2013.6.499 Full text in Research Archive.
  • Samuelsson, Håkan & Wold, Erlend Fornæss (2012). Uniform algebras and approximation on manifolds. Inventiones Mathematicae.  ISSN 0020-9910.  188(3), s 505- 523 . doi: 10.1007/s00222-011-0351-6
  • Wold, Erlend Fornæss (2012). A Fatou-Bieberbach domain intersecting the plane in the unit disk. Proceedings of the American Mathematical Society.  ISSN 0002-9939.  140(12), s 4205- 4208
  • Fornæss, John Erik; Sibony, Nessim & Wold, Erlend Fornæss (2011). Examples of minimal laminations and associated currents. Mathematische Zeitschrift.  ISSN 0025-5874.  269(1-2), s 495- 520 . doi: 10.1007/s00209-010-0747-9
  • Manne, Per Erik; Wold, Erlend Fornæss & Øvrelid, Nils (2011). Holomorphic convexity and Carleman approximation by entire functions on Stein manifolds. Mathematische Annalen.  ISSN 0025-5831.  351(3), s 571- 585 . doi: 10.1007/s00208-010-0605-4
  • Wold, Erlend Fornæss (2011). A Note on Polynomial Convexity: Poletsky Disks, Jensen Measures and Positive Currents. Journal of Geometric Analysis.  ISSN 1050-6926.  21(2), s 252- 255 . doi: 10.1007/s12220-010-9130-7
  • Baader, Sebastian; Kutzschebauch, Frank & Wold, Erlend Fornæss (2010). Knotted holomorphic disks in C^2. Journal für die Reine und Angewandte Mathematik.  ISSN 0075-4102.  648, s 69- 73 . doi: 10.1515/CRELLE.2010.079
  • Forstneric, Franc & Wold, Erlend Fornæss (2010). FIBRATIONS AND STEIN NEIGHBORHOODS. Proceedings of the American Mathematical Society.  ISSN 0002-9939.  138(6), s 2037- 2042
  • Wold, Erlend Fornæss (2010). A long a,(2) which is not Stein. Arkiv för matematik.  ISSN 0004-2080.  48(1), s 207- 210 . doi: 10.1007/s11512-008-0084-y
  • Wold, Erlend Fornæss; Fornæss, John Erik & Wang, Yinxia (2010). Laminated Harmonic Currents. Uppsala Universitet.  ISSN 0502-7454.  s 159- 174
  • Forstneric, Franc & Wold, Erlend Fornæss (2009). Bordered Riemann surfaces in C-2. Journal des Mathématiques Pures et Appliquées.  ISSN 0021-7824.  91(1), s 100- 114 . doi: 10.1016/j.matpur.2008.09.010
  • Kutzschebauch, Frank; Løw, Erik & Wold, Erlend Fornæss (2009). Embedding of some Riemann surfaces into C² with interpolation. Mathematische Zeitschrift.  ISSN 0025-5874.  262(3), s 603- 611 . doi: 10.1007/s00209-008-0392-8
  • Løw, Erik & Wold, Erlend Fornæss (2009). Polynomial convexity and totally real manifolds. Complex Variables and Elliptic Equations.  ISSN 1747-6933.  54(3-4), s 265- 281 . doi: 10.1080/17476930902759395
  • Wold, Erlend Fornæss (2009). A Counterexample to Uniform Approximation on Totally Real Manifolds in C-3. The Michigan mathematical journal.  ISSN 0026-2285.  58(2), s 281- 289
  • Wold, Erlend Fornæss (2009). A Counterexample to Uniform Approximation on Totally Real Submanifolds of C^3. The Michigan mathematical journal.  ISSN 0026-2285.  58(2), s 281- 289
  • Peters, H; Vivas, LR & Wold, Erlend Fornæss (2008). Attracting basins of volume preserving automorphisms of C-k. International Journal of Mathematics.  ISSN 0129-167X.  19, s 801- 810 . doi: http://arxiv.org/PS_cache/math/pdf/0610/0610001v1.pdf
  • Wold, Erlend Fornæss (2008). A Fatou-Bieberbach domain in C-2 which is not Runge. Mathematische Annalen.  ISSN 0025-5831.  340 . doi: 10.1007/s00208-007-0168-1
  • Wold, Erlend Fornæss; Borell, Stefan & Kutzschebauch, Frank (2008). Proper holomorphic disks in the complement of varieties in $\Bbb C\sp 2$. Mathematical Research Letters.  ISSN 1073-2780.  15(4), s 821- 826
  • Wold, Erlend Fornæss; Fornæss, John Erik & Wang, Yinxia (2008). Approximation of partially smooth functions. Science in China Series A: Mathematics.  ISSN 1006-9283.  51(4), s 553- 561
  • Wold, Erlend Fornæss; Fornæss, John Erik & Wang, Yinxia (2008). Laminated currents. Ergodic Theory and Dynamical Systems.  ISSN 0143-3857.  28(5), s 1465- 1478
  • Wold, Erlend Fornæss (2007). Embedding subsets of tori properly into C^2. Annales de l'Institut Fourier.  ISSN 0373-0956.  57(5), s 1537- 1555
  • Wold, Erlend Fornæss (2006). Embedding Riemann surfaces properly into C-2. International Journal of Mathematics.  ISSN 0129-167X.  17, s 963- 974
  • Wold, Erlend Fornæss (2006). Proper holomorphic embeddings of finitely and some infinitely connected subsets of $\Bbb C$ into $\Bbb C\sp 2$. Mathematische Zeitschrift.  ISSN 0025-5874.  252(1), s 1- 9
  • Wold, Erlend Fornæss (2005). Fatou-Bieberbach Domains. International Journal of Mathematics.  ISSN 0129-167X.  16(10), s 1119- 1130
  • Peters, Han & Wold, Erlend Fornæss (2005). Non-Autonomous Basins of Attraction and their boundaries. Journal of Geometric Analysis.  ISSN 1050-6926.  15(1), s 123- 135

View all works in Cristin

  • Fornæss, John Erik; Irgens, Marius & Wold, Erlend Fornæss (ed.) (2015). Complex Geometry and Dynamics. Springer.  ISBN 978-3-319-20336-2.  309 s.

View all works in Cristin

  • Wold, Erlend Fornæss (2010). Andersen-Lempert theory in the non-compact setting.
  • Løw, Erik & Wold, Erlend Fornæss (2009). Polynomial convexity and totally real manifolds.
  • Løw, Erik & Wold, Erlend Fornæss (2009). Polynomial convexity and totally real manifolds.
  • Kutzschebauch, Frank; Løw, Erik & Wold, Erlend Fornæss (2007). Embedding of some Riemann surfaces into C² with interpolation.
  • Wold, Erlend Fornæss (2007). A Counterexample to uniform approximation on totally real manifolds.
  • Wold, Erlend Fornæss (2007). A Fatou-Bieberbach domain in C^2 which is not Runge.
  • Wold, Erlend Fornæss (2007). A Fatou-Bieberbach which is not Runge, and a long C^2 which is not Stein.
  • Wold, Erlend Fornæss (2007). A long C^2 which is not a Stein manifold.
  • Wold, Erlend Fornæss (2007). A necessary Condition for Carlemann Approximation.
  • Wold, Erlend Fornæss (2007). A totally real polynomially convex surface in C^3 which does not allow Carlemann approximation.
  • Wold, Erlend Fornæss (2007). Embedding subsets of tori properly into C^2.
  • Wold, Erlend Fornæss (2007). Proper Embeddings of Riemann Surfaces into C^2.
  • Wold, Erlend Fornæss; Fornæss, John Erik & Wang, Yinxia (2007). Approximation of Partially smooth functions.
  • Wold, Erlend Fornæss; Fornæss, John Erik & Wang, Yinxia (2007). Laminated Currents.
  • Wold, Erlend Fornæss; Fornæss, John Erik & Wang, Yinxia (2007). Laminated Harmonic Currents.
  • Wold, Erlend Fornæss & Forstneric, Franc (2007). Bordered Riemann Surfaces in C^2.
  • Wold, Erlend Fornæss; Kutszchebauch, Frank & Borell, Stefan (2007). Proper holomorphic disks in the complement of varieties in C^2.
  • Wold, Erlend Fornæss; Peters, Han & Vivas, Liz (2007). Attracting Basins of Volume preserving automorphisms of C^k.
  • Wold, Erlend Fornæss (2004). Fatou-Bieberbach Domains.
  • Wold, Erlend Fornæss (2004). Fatou-Bieberbach Domains.
  • Wold, Erlend Fornæss (2004). Proper Holomorphic Embeddings.
  • Wold, Erlend Fornæss (2004). Proper Holomorphic Embeddings and Fatou-Bieberbach Domains.
  • Wold, Erlend Fornæss (2004). Proper Holomorphic Embeddings of Finitely and Infinitely Connected Subsets of $\CC$ into $\CC^2$.
  • Wold, Erlend Fornæss & Peters, Han (2004). Non-Autonomous Basins And Their Boundaries.

View all works in Cristin

Published Nov. 30, 2010 11:20 PM - Last modified July 6, 2016 10:49 AM