- VOLUME GROWTH, GREEN'S FUNCTIONS, AND PARABOLICITY OF ENDS
- Dirichlet problem at infinity on Gromov hyperbolic metric measure spaces #
- Proceedings of the International Workshop on Quasiconformal Mappings and their Applications (IWQCMA05)
- Metric Geometry Ilkka Holopainen
- Contemporary Mathematics Quasiregular mappings and the pLaplace operator
- Harnack inequality and hyperbolicity for subelliptic pLaplacians with applications to Picard type theorems
- Department of Mathematics and Statistics Riemannian geometry
- Singular solutions, homogeneous norms, and quasiconformal mappings in Carnot groups 1
- Singular Functions on Metric Measure Spaces # Ilkka Holopainen + and Nageswari Shanmugalingam
- Department of Mathematics and Statistics Metric Geometry
- Asymptotic Dirichlet problem for the pLaplacian on CartanHadamard manifolds 1
- Matematiikan ja tilastotieteen laitos Metristen avaruuksien differentioituvat struktuurit
- p-CAPACITY AND p-HYPERBOLICITY OF SUBMANIFOLDS
- Department of Mathematics and Statistics Riemannian geometry
- Department of Mathematics and Statistics Riemannian geometry
- QUASIREGULAR MAPS ON CARNOT GROUPS Juha Heinonen (1) and Ilkka Holopainen (2)
- Proceedings of the International Workshop on Quasiconformal Mappings and their Applications (IWQCMA05)
- Department of Mathematics and Statistics Metric Geometry
- Metric Geometry Ilkka Holopainen
- Asymptotic Dirichlet problem for the p-Laplacian on Cartan-Hadamard manifolds1
- Contemporary Mathematics Quasiregular mappings and the p-Laplace operator
- Matematiikan ja tilastotieteen laitos Metristen avaruuksien differentioituvat struktuurit
- Matematiikan ja tilastotieteen laitos Metristen avaruuksien differentioituvat struktuurit
- Department of Mathematics and Statistics Riemannian geometry
- Department of Mathematics and Statistics Riemannian geometry
- Department of Mathematics and Statistics Riemannian geometry
- Department of Mathematics and Statistics Riemannian geometry
- Department of Mathematics and Statistics Riemannian geometry
- Department of Mathematics and Statistics Riemannian geometry
- Department of Mathematics and Statistics Metric Geometry
- QUASIREGULAR MAPS ON CARNOT GROUPS Juha Heinonen (1)and Ilkka Holopainen (2)
- Department of Mathematics and Statistics Riemannian geometry
- Department of Mathematics and Statistics Riemannian geometry
- pCAPACITY AND pHYPERBOLICITY OF SUBMANIFOLDS
- A SHARP L q LIOUVILLE THEOREM FOR pHARMONIC FUNCTIONS
- Dirichlet problem at infinity on Gromov hyperbolic metric measure spaces
- RICCI CURVATURE, HARNACK FUNCTIONS, AND PICARD TYPE THEOREMS FOR QUASIREGULAR MAPPINGS
- A SHARP Lq-LIOUVILLE THEOREM FOR p-HARMONIC FUNCTIONS
- RICCI CURVATURE, HARNACK FUNCTIONS, AND PICARD TYPE THEOREMS FOR QUASIREGULAR MAPPINGS
- Proceedings of the International Conference on Geometric Function Theory, Special Functions and Applications (ICGFT)
- Department of Mathematics and Statistics Riemannian geometry
- Department of Mathematics and Statistics Riemannian geometry
- Department of Mathematics and Statistics Riemannian geometry
- Harnack inequality and hyperbolicity for subelliptic p-Laplacians with applications to Picard type theorems
- Asymptotic Dirichlet problem for the p-Laplacian on Cartan-Hadamard manifolds1
- VOLUME GROWTH, GREEN'S FUNCTIONS, AND PARABOLICITY OF ENDS
- Singular solutions, homogeneous norms, and quasiconformal mappings in Carnot groups1
- Singular Functions on Metric Measure Spaces Ilkka Holopainenyand Nageswari Shanmugalingam
