AbstractHere we prove that the moduli space of genus g stable curves in characteristic p > 0 has (up to torsion) the same Betti numbers for the étale topology as the characteristic 0 moduli space and if p > 84(g — 1 the same Picard group (up to torsion)
The moduli space of stable quotients, introduced by Marian, Oprea, and Pandharipande, provides a non...
The virtual geometry of the moduli space of stable quotients is used to obtain Chow relations among ...
ABSTRACT: Roughly speaking, the moduli space of higher spin curves parametrizes equivalence classes ...
AbstractHere we prove that the moduli space of genus g stable curves in characteristic p > 0 has (up...
We compute the Picard group of the moduli stack of stable hyperelliptic curves of any genus, exhibit...
We compute the Picard group of the moduli stack of genus zero stable quasimapsto projective space, G...
The thesis is divided in two chapters. In the rst one we construct the moduli stack of properly bal...
Dedicated to William Fulton on the occasion of his 70th birthday Abstract. A moduli space of stable ...
Let C be a smooth projective curve over an algebraically closed field of arbitrary characteristic. ...
Let C be a smooth projective curve over an algebraically closed field of arbitrary characteristic. ...
My lectures will be devoted to the birational geometry of M g, the moduli space of stable curves of ...
We construct the moduli spaces of stable maps, Graphic, via geometric invariant theory (GIT). This c...
In a previous paper, the author and Swinarski constructed the moduli spaces of stable maps, ℳ̄g, n(P...
In a previous paper, the author and Swinarski constructed the moduli spaces of stable maps, ℳ̄g, n(P...
The stack Mg,nof stable curves and its coarse moduli space Mg,nare defined over Z, and therefore ove...
The moduli space of stable quotients, introduced by Marian, Oprea, and Pandharipande, provides a non...
The virtual geometry of the moduli space of stable quotients is used to obtain Chow relations among ...
ABSTRACT: Roughly speaking, the moduli space of higher spin curves parametrizes equivalence classes ...
AbstractHere we prove that the moduli space of genus g stable curves in characteristic p > 0 has (up...
We compute the Picard group of the moduli stack of stable hyperelliptic curves of any genus, exhibit...
We compute the Picard group of the moduli stack of genus zero stable quasimapsto projective space, G...
The thesis is divided in two chapters. In the rst one we construct the moduli stack of properly bal...
Dedicated to William Fulton on the occasion of his 70th birthday Abstract. A moduli space of stable ...
Let C be a smooth projective curve over an algebraically closed field of arbitrary characteristic. ...
Let C be a smooth projective curve over an algebraically closed field of arbitrary characteristic. ...
My lectures will be devoted to the birational geometry of M g, the moduli space of stable curves of ...
We construct the moduli spaces of stable maps, Graphic, via geometric invariant theory (GIT). This c...
In a previous paper, the author and Swinarski constructed the moduli spaces of stable maps, ℳ̄g, n(P...
In a previous paper, the author and Swinarski constructed the moduli spaces of stable maps, ℳ̄g, n(P...
The stack Mg,nof stable curves and its coarse moduli space Mg,nare defined over Z, and therefore ove...
The moduli space of stable quotients, introduced by Marian, Oprea, and Pandharipande, provides a non...
The virtual geometry of the moduli space of stable quotients is used to obtain Chow relations among ...
ABSTRACT: Roughly speaking, the moduli space of higher spin curves parametrizes equivalence classes ...
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