On compact Riemann surfaces with a maximal number of automorphisms.
On conjugacy of p-gonal automorphisms of Riemann surfaces.
On cusp forms for co-finite subgroups of PSL(2, IR).
On Cyclic Groups of Möbius Transformations.
On deformations of monomial curves
On Dimension Theorems of the Varieties of Special Divisors on a Curve.
On Dirichlet series and Hecke triangle groups of infinite volume
On Extreme Bloch Functions with Prescribed Critical Points.
On families of counting functions of number fields and hyperbolic manifolds of dimensions two and three
On first order elliptic equations for sections of complex line bundles
On fixed points of automorphisms of non-orientable unbordered Klein surfaces.
On generalized groups.
On geometric convergence of discrete groups
One of the basic questions in the Kleinian group theory is to understand both algebraic and geometric limiting behavior of sequences of discrete subgroups. In this paper we consider the geometric convergence in the setting of the isometric group of the real or complex hyperbolic space. It is known that if is a non-elementary finitely generated group and a sequence of discrete and faithful representations, then the geometric limit of is a discrete subgroup of . We generalize this result by...
On groups and normal polymorphic functions.
On harmonic quasiconformal quasi-isometries.
On isomorphisms of Bers fiber spaces.
On isomorphisms of geometrically finite Möbius groups
On Klein Surfaces and Dihedral Groups.
On lacunary analogs of the Poincaré theta-series and their applications.
On limit sets of geometrically finite Kleinian groups.