Pekka Pankka
Academy Research Fellow
Contact information
Room: B316
Address: P.O. Box 68 (Gustaf Hällströmin katu 2b), FI-00014 University of Helsinki
Email: pekka.pankka 'at' helsinki.fi
Teaching
Spring 2011: Introduction to differential forms
Publications
- On the non-existence of certain branched covers (with Juan Souto). Geom. Topol. (to appear) [arXiv:1008.1694] PDF
- Slow mappings of finite distortion (with Jani Onninen). Math. Ann. (to appear) PDF
- Quasiregularly elliptic link complements (with Kai Rajala). Geom. Dedicata 154 (1), 2011. PDF
- Quasiconformal extension fields (with Kai Rajala). Calc. Var. Partial Differential Equations 42(1-2), 2011.
[arXiv:1006.2259] PDF
- Mappings of bounded mean distortion and cohomology. Geom. Funct. Anal. 20(1), 2010. PDF
- Quasiconformal frames (with Juha Heinonen and Kai Rajala). Arch. Rat. Mech. Anal. 196(3), 2010. PDF
- Sharp exponential integrability for traces of monotone Sobolev functions (with Pietro Poggi-Corradini and Kai Rajala). Nagoya Math. Jour. 192, 2009. [arXiv:math.AP/072332]
- Slow quasiregular mappings and universal coverings. Duke Math. J. 141(2), 2008.
- Quasiregular mappings from a punctured ball into compact manifolds. Conform. Geom. Dyn. 10, 2006.
- A big Picard theorem for quasiregular mappings into manifolds
with many ends (with Ilkka Holopainen).
Proc. Amer. Math. Soc. 133, 2005.
- Mappings of finite distortion: Global homeomorphism theorem (with Ilkka Holopainen). Ann. Acad. Sci. Fenn. Ser. A I Math. 29, 2004.
- Mappings of finite distortion and weighted parabolicity. In Future trends in geometric function theory (D. Herron, eds.), Rep. Univ. Jyväskylä Dept. Math. Stat. 92, 2003. PS   PDF
Preprints
Other
- p-Laplace operator, quasiregular mappings, and Picard-type theorems (with Ilkka Holopainen). In Quasiconformal Mappings and their Applications (S. Ponnusamy, T. Sugawa, and M. Vuorinen, eds.), Narosa Publishing House, New Delhi-Chennai-Mumbai-Kolkata, 2007, pp. 117-150. PS   PDF
- Global behavior of quasiregular mappings and mappings of finite distortion under parabolic assumptions on spaces. Dissertation, University of Helsinki, 2005. PDF
See also
Quasiconformal Mappings and Analysis on Metric Spaces
The Geometric Function Theory Seminar  
The Study Seminar  
UofM Department of Mathematics  
Finnish Mathematical Society  
Helsinki Analysis group  
Reports in Mathematics  
Mathematical Institut University of Bern
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