Add to ORKG12 pages, 4 figures; more groups actions, simplified computationsUsing the invariant algebra of the reflection group denoted by $G_{32}$ in Shephard-Todd classification, we construct three irreducible surfaces in $P^3$ with many singularities: one of them has degree $24$ and contains $1440$ quotient singularities of type $D_4$
We prove a new local inequality for divisors on surfaces and utilize it to compute α-invariants of s...
In this dissertation classification problems for K3-surfaces with finite group actions are considere...
Let X be a nonempty real variety that is invariant under the action of a reflection group G. We conj...
20 pages, an octic with 48 real singularities of type D4 and a dodecic with 160 singularities of typ...
The largest group which occurs as the rotational symmetries of a three-dimensional reflexive polytop...
The largest group which occurs as the rotational symmetries of a three-dimensional reflexive polytop...
Abstract. In this article we suggest a new approach to the systematic, computer-aided construction a...
ABSTRACT. A finite group G can be represented as a group of automor-phisms of a compact Riemann surf...
AbstractWe describe a new method of constructing rational surfaces with given invariants in P4 and p...
We show that the quotient C^4/G admits a symplectic resolution for G = (Q_8 x D_8)/(Z/2) < Sp(4,...
It is a nontrivial problem to determine the Picard Lattice of a given surface; the object of this th...
It is a nontrivial problem to determine the Picard Lattice of a given surface; the object of this th...
This is the text of a lecture given at 2 workshops at the Univ. of Utah in Nov 1989 and the Univ. of...
Suppose an orientation-preserving action of a finite group G on the closed surface g of genus g > 1 ...
We prove a new local inequality for divisors on surfaces and utilize it to compute α-invariants of s...
We prove a new local inequality for divisors on surfaces and utilize it to compute α-invariants of s...
In this dissertation classification problems for K3-surfaces with finite group actions are considere...
Let X be a nonempty real variety that is invariant under the action of a reflection group G. We conj...
20 pages, an octic with 48 real singularities of type D4 and a dodecic with 160 singularities of typ...
The largest group which occurs as the rotational symmetries of a three-dimensional reflexive polytop...
The largest group which occurs as the rotational symmetries of a three-dimensional reflexive polytop...
Abstract. In this article we suggest a new approach to the systematic, computer-aided construction a...
ABSTRACT. A finite group G can be represented as a group of automor-phisms of a compact Riemann surf...
AbstractWe describe a new method of constructing rational surfaces with given invariants in P4 and p...
We show that the quotient C^4/G admits a symplectic resolution for G = (Q_8 x D_8)/(Z/2) < Sp(4,...
It is a nontrivial problem to determine the Picard Lattice of a given surface; the object of this th...
It is a nontrivial problem to determine the Picard Lattice of a given surface; the object of this th...
This is the text of a lecture given at 2 workshops at the Univ. of Utah in Nov 1989 and the Univ. of...
Suppose an orientation-preserving action of a finite group G on the closed surface g of genus g > 1 ...
We prove a new local inequality for divisors on surfaces and utilize it to compute α-invariants of s...
We prove a new local inequality for divisors on surfaces and utilize it to compute α-invariants of s...
In this dissertation classification problems for K3-surfaces with finite group actions are considere...
Let X be a nonempty real variety that is invariant under the action of a reflection group G. We conj...