We investigate the nearly Gorenstein property among d-dimensional cyclic quotient singularities k〚 x1, ⋯ , xd〛 G, where k is an algebraically closed field and G⊆ GL (d, k) is a finite small cyclic group whose order is invertible in k. We prove a necessary and sufficient condition to be nearly Gorenstein that also allows us to find several new classes of such rings
Let k be an algebraically closed field and let $ Hilb^G_d(P^N_k) $ be the open locus of the Hilbert...
Thesis (Ph.D.)--University of Washington, 2014In this thesis we do the first steps towards a non-Q-G...
In this thesis we study the resolution of cyclic quotient singularities on fibered surfaces, i.e. g...
We investigate the nearly Gorenstein property among d-dimensional cyclic quotient singularities k[[x...
We investigate the nearly Gorenstein property among d-dimensional cyclic quotient singularities k[[x...
Abstract. For which finite subgroups G of SL(r,C), r ≥ 4, are there crepant desingularizations of th...
We investigate the nearly Gorenstein property of a local ring defined by the maximal minors of a spe...
AbstractWe show the existence of a full exceptional collection in the graded stable derived category...
In this paper we give an explicit description of the construction of 3-dimensional smooth varieties ...
AbstractLet k be an algebraically closed field and let HilbdG(PkN) be the open locus of the Hilbert ...
Let $k$ be an algebraically closed field and let $\Hilb_{d}^{G}(\p{N})$ be the open locus of the Hil...
Let $k$ be an algebraically closed field and let $\Hilb_{d}^{G}(\p{N})$ be the open locus of the Hil...
Let k be an algebraically closed field and let $ Hilb^G_d(P^N_k) $ be the open locus of the Hilbert...
Let k be an algebraically closed field and let $ Hilb^G_d(P^N_k) $ be the open locus of the Hilbert...
Let k be an algebraically closed field and let $ Hilb^G_d(P^N_k) $ be the open locus of the Hilbert...
Let k be an algebraically closed field and let $ Hilb^G_d(P^N_k) $ be the open locus of the Hilbert...
Thesis (Ph.D.)--University of Washington, 2014In this thesis we do the first steps towards a non-Q-G...
In this thesis we study the resolution of cyclic quotient singularities on fibered surfaces, i.e. g...
We investigate the nearly Gorenstein property among d-dimensional cyclic quotient singularities k[[x...
We investigate the nearly Gorenstein property among d-dimensional cyclic quotient singularities k[[x...
Abstract. For which finite subgroups G of SL(r,C), r ≥ 4, are there crepant desingularizations of th...
We investigate the nearly Gorenstein property of a local ring defined by the maximal minors of a spe...
AbstractWe show the existence of a full exceptional collection in the graded stable derived category...
In this paper we give an explicit description of the construction of 3-dimensional smooth varieties ...
AbstractLet k be an algebraically closed field and let HilbdG(PkN) be the open locus of the Hilbert ...
Let $k$ be an algebraically closed field and let $\Hilb_{d}^{G}(\p{N})$ be the open locus of the Hil...
Let $k$ be an algebraically closed field and let $\Hilb_{d}^{G}(\p{N})$ be the open locus of the Hil...
Let k be an algebraically closed field and let $ Hilb^G_d(P^N_k) $ be the open locus of the Hilbert...
Let k be an algebraically closed field and let $ Hilb^G_d(P^N_k) $ be the open locus of the Hilbert...
Let k be an algebraically closed field and let $ Hilb^G_d(P^N_k) $ be the open locus of the Hilbert...
Let k be an algebraically closed field and let $ Hilb^G_d(P^N_k) $ be the open locus of the Hilbert...
Thesis (Ph.D.)--University of Washington, 2014In this thesis we do the first steps towards a non-Q-G...
In this thesis we study the resolution of cyclic quotient singularities on fibered surfaces, i.e. g...
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