We provide a generalization of Mehta-Ramanathan restriction theorems to framed sheaves: we prove that the restriction of a μ-semistable framed sheaf on a nonsingular projective irreducible variety of dimension d≥ 2 to a general hypersurface of sufficiently high degree is again μ-semistable. The same holds for μ-stability under some additional assumptions
Given a smooth projective variety X and a connected reductive group G defined over a field of charac...
We provide generalizations of the notions of Atiyah class and Kodaira-Spencer map to the case of fra...
We provide generalizations of the notions of Atiyah class and Kodaira-Spencer map to the case of fra...
We provide a generalization of Mehta-Ramanathan restriction theorems to framed sheaves: we prove tha...
This dissertation is primarily concerned with the study of framed sheaves on nonsingular projective ...
Given a normal projective irreducible stack X over an algebraically closed field of characteristic z...
Given a normal projective irreducible stack X over an algebraically closed field of characteristic z...
Given a normal projective irreducible stack X over an algebraically closed field of characteristic z...
ABSTRACT. Given a normal projective irreducible stack X over an algebraically closed field of charac...
We show that there exists a fine moduli space for torsion-free sheaves on a projective surface which...
We prove that, given integers m≥ 3 , r≥ 1 and n≥ 0 , the moduli space of torsion free sheaves on Pm ...
We prove a version of an effective Frobenius restriction theorem for semistable bundles in character...
We give a new simple proof of boundedness of the family of semistable sheaves with fixed numerical i...
In this thesis we construct moduli spaces of semistable sheaves over a complex smooth projective var...
We prove that, given integers m≥ 3 , r≥ 1 and n≥ 0 , the moduli space of torsion free sheaves on Pm ...
Given a smooth projective variety X and a connected reductive group G defined over a field of charac...
We provide generalizations of the notions of Atiyah class and Kodaira-Spencer map to the case of fra...
We provide generalizations of the notions of Atiyah class and Kodaira-Spencer map to the case of fra...
We provide a generalization of Mehta-Ramanathan restriction theorems to framed sheaves: we prove tha...
This dissertation is primarily concerned with the study of framed sheaves on nonsingular projective ...
Given a normal projective irreducible stack X over an algebraically closed field of characteristic z...
Given a normal projective irreducible stack X over an algebraically closed field of characteristic z...
Given a normal projective irreducible stack X over an algebraically closed field of characteristic z...
ABSTRACT. Given a normal projective irreducible stack X over an algebraically closed field of charac...
We show that there exists a fine moduli space for torsion-free sheaves on a projective surface which...
We prove that, given integers m≥ 3 , r≥ 1 and n≥ 0 , the moduli space of torsion free sheaves on Pm ...
We prove a version of an effective Frobenius restriction theorem for semistable bundles in character...
We give a new simple proof of boundedness of the family of semistable sheaves with fixed numerical i...
In this thesis we construct moduli spaces of semistable sheaves over a complex smooth projective var...
We prove that, given integers m≥ 3 , r≥ 1 and n≥ 0 , the moduli space of torsion free sheaves on Pm ...
Given a smooth projective variety X and a connected reductive group G defined over a field of charac...
We provide generalizations of the notions of Atiyah class and Kodaira-Spencer map to the case of fra...
We provide generalizations of the notions of Atiyah class and Kodaira-Spencer map to the case of fra...
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