Preprints
The main goal of this page is to inform the participants of the Network
about the recent results obtained by differents nodes of the Network.
It allows quickly exchange by the information and get an easier ascces
to new achievements and ideas. Please, be active and sent the pdf file
of your preprints to irina.markina@uib.no
in order the information will be updated on time
Research group
"Geometric Analysis and Mathematical Physics", Copenhagen, Denmark
Christian Berg
1.
A Pick function related to the sequence of volumes of the unit ball in
nspace*
2. The smallest eigenvalue of Hankel
matrices
Henrik L. Pedersen
1. A Pick function related to the
sequence of volumes of the unit ball in nspace*
Research group from University of
Bergen, Norway
Pavel Gumenyuk
1. Matching univalent functions and
conformal welding
2. Geometry behind chordal Loewner chains
3. Loewner chains in the unit disk
Erlend Grong
1. SubRiemannian and subLorentzian
geometry on SU(1,1) and on its universal
cover
2. Matching univalent functions and
conformal welding
3. An intrinsic formulation of the rolling
manifolds problem
Anna Korolko
1. Nonholonomic Lorentzian geometry on some
Htype groups
2. SemiRiemannian geometry with
nonholonomic constraints
3. Geodesics on Htype quaternion groups
with subLorentzian metric and their physical interpretation
Irina Markina
1. Virasoro
algebra and dynamics in the space of univalent functions
2. Virasoro algebra in LoewnerKufarev
contour dynamics
3. Modified Action and differential
operators on the 3_D subRiemannian sphere
4. SubRiemannian geodesics on the 3D
sphere
5. Nonholonomic Lorentzian geometry on some
Htype groups
6. SemiRiemannian geometry with
nonholonomic constraints
7. Geodesics on Htype quaternion groups
with subLorentzian metric and their physical interpretation
8. SubRiemannian geometry of
parallelizable spheres
9. An intrinsic formulation of the rolling
manifolds problem
10. SubRiemannian geodesics and heat
operator on odd dimensional spheres
Alexander Vasiliev
1. SubRiemannian and subLorentzian
geometry on SU(1,1) and on its universal
cover
2. Virasoro algebra in LoewnerKufarev
contour dynamics
3. Virasoro algebra and dynamics in the
space of univalent functions
4. From the HeleShaw Experiment to
Integrable Systems: A Historical Overview
5. Modified Action and differential
operators on the 3D subRiemannian sphere
6. SubRiemannian geodesics on the 3D
sphere
7. Singular and tangent slit solutions to
the L ̈owner equation
8. Matching univalent functions and
conformal welding
9. Singular solutions to the Loewner
equation
10.
Nonslit and singular solutions to the Loewner equation
Mauricio Godoy Molina
1. SubRiemannian geometry of
parallelizable spheres
2. An intrinsic formulation of the rolling
manifolds problem
3. SubRiemannian geodesics and heat
operator on odd dimensional spheres
Georgy Ivanov
1. Nonslit and singular solutions to the
Loewner equation
Research
group from Royal Technology Institute, Sweden
Bjorn Gustafsson
1.
Szegö coordinates, quadrature domains, and double quadrature
domains
2. Critical points of Green's
function and geometric function theory
Research group from University of
Turku, Finland
Matti Vuorinen
1.
Stagnation zones for
Aharmonic functions on canonical domains
2.
Region of variability
for certain classes of Univalent functions
satisfying differential inequalties
3.
Region of variability
for spirallike functions with respect to a boundary point
4.
On quasiconformal maps
with idenity boundary values
5.
Starlikeness of the Gaussian hypergeometric functions
6.
On moduli of rings and quadrilaterals: algorithms and experiments
7.
Functional inequalities for modified Bessel functions
8.
Distortion of two point normalized quasiconformal mappings
9.
Uniform continuity and φ  uniform domains
10.
On Mori's theorem for quasiconformal maps in the nspace
Riku Klen
1. Closetoconvexity of quasihyperbolic
and jmetric balls
2. Distortion of two point normalized
quasiconformal mappings
3.
Uniform continuity and φ  uniform domains
4. On hyperbolic type metrics
Barkat Ali Bhayo
1.
On Mori's theorem for quasiconformal maps in the nspace
Research
group from University of
Turku, Finland
Peter Alexander
Hästö
1.
Starlikeness of the Gaussian hypergeometric functions
