DOIAbstract
We give dimension formulas for the cotangent cohomology groups T^i for all rational surface singularities. The computations take place on the first blow-up of the singularity
We give dimension formulas for the cotangent cohomology groups T^i for all rational surface singularities. The computations take place on the first blow-up of the singularity
The rational homology of unordered configuration spaces of points on any surface was studied by Drum...
The rational homology of unordered configuration spaces of points on any surface was studied by Drum...
The moduli space of Riemann surfaces of genus g ≥ 2 is (up to a finite étale cover) a complex manifo...
Abstract. We prove dimension formulas for the cotangent spaces T 1 and T 2 for a class of rational s...
We prove dimension formulas for the cotangent spaces T1 and T2 for a class of rational surface singu...
AbstractOptimal upper bounds for the cohomology groups of space curves have been derived recently. C...
Summary: The “canonical dimension ” of an algebraic group over a field by definition is the maximum ...
Summary: The “canonical dimension ” of an algebraic group over a field by definition is the maximum ...
Abstract. The computation of the algebra of secondary cohomology opera-tions in [1] leads to a conje...
AbstractUsing Auslander’s G-dimension, we assign a numerical invariant to any group Γ. It provides a...
We express the rational cohomology of the unordered configuration space of a compact oriented manifo...
Given a general abelian fivefold A and a symmetric principal polarisation Θ ⊂ A, the primal cohomolo...
We express the rational cohomology of the unordered configuration space of a compact oriented manifo...
This chapter discusses the cohomology of groups. The cohomology of groups is one of the crossroads o...
We conjecture and prove closed-form index expressions for the cohomology dimensions of line bundles ...
The rational homology of unordered configuration spaces of points on any surface was studied by Drum...
The rational homology of unordered configuration spaces of points on any surface was studied by Drum...
The moduli space of Riemann surfaces of genus g ≥ 2 is (up to a finite étale cover) a complex manifo...
Abstract. We prove dimension formulas for the cotangent spaces T 1 and T 2 for a class of rational s...
We prove dimension formulas for the cotangent spaces T1 and T2 for a class of rational surface singu...
AbstractOptimal upper bounds for the cohomology groups of space curves have been derived recently. C...
Summary: The “canonical dimension ” of an algebraic group over a field by definition is the maximum ...
Summary: The “canonical dimension ” of an algebraic group over a field by definition is the maximum ...
Abstract. The computation of the algebra of secondary cohomology opera-tions in [1] leads to a conje...
AbstractUsing Auslander’s G-dimension, we assign a numerical invariant to any group Γ. It provides a...
We express the rational cohomology of the unordered configuration space of a compact oriented manifo...
Given a general abelian fivefold A and a symmetric principal polarisation Θ ⊂ A, the primal cohomolo...
We express the rational cohomology of the unordered configuration space of a compact oriented manifo...
This chapter discusses the cohomology of groups. The cohomology of groups is one of the crossroads o...
We conjecture and prove closed-form index expressions for the cohomology dimensions of line bundles ...
The rational homology of unordered configuration spaces of points on any surface was studied by Drum...
The rational homology of unordered configuration spaces of points on any surface was studied by Drum...
The moduli space of Riemann surfaces of genus g ≥ 2 is (up to a finite étale cover) a complex manifo...
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