© 2022, Pacific Journal of Mathematics.All Rights Reserved.We study effective, nef and semiample cones of surfaces isogenous to a product of mixed type with pg = 0. In particular, we prove that all reducible fake quadrics are Mori dream surfaces11Nsciescopu
We compute the facets of the effective cones of divisors on the blow-up of P3 in up to five lines in...
Abstract. We study the birational geometry of the moduli space of complete n-quadrics X. We exhibit ...
AbstractWe give a numerical criterion for ensuring the finite generation of the effective monoid of ...
In this paper, we study effective, nef and semiample cones of surfaces isogenous to a product of mix...
In this paper we study effective, nef and semiample cones of minimal surfaces of general type with p...
We construct projective toric surfaces whose blow-up at a general point has a non-polyhedral pseudo-...
Let C be a compact Riemann surface. Let us consider a finite group acting on CxC, having some elemen...
We study effective divisors D on surfaces with H0(OD) = k and H1(OD) = H0(OD(D)) = 0. We give a nume...
A smooth, projective surface S is said to be isogenous to a product if there exist two smooth curves...
A fake quadric is a smooth projective surface that has the same rational cohomology as a smooth quad...
We prove that every projective rational surface of type (n, m) has only a finite number of (-1) curv...
We study the cones of surfaces on varieties of lines on cubic fourfolds and Hilbert schemes of point...
We construct exceptional collections of maximal length on four families of surfaces of general type ...
This thesis studies exact rational parametrizations of blends between the natural quadrics. The firs...
We discuss a couple of problems concerning the pseudoeffective cone of a projective variety. In the ...
We compute the facets of the effective cones of divisors on the blow-up of P3 in up to five lines in...
Abstract. We study the birational geometry of the moduli space of complete n-quadrics X. We exhibit ...
AbstractWe give a numerical criterion for ensuring the finite generation of the effective monoid of ...
In this paper, we study effective, nef and semiample cones of surfaces isogenous to a product of mix...
In this paper we study effective, nef and semiample cones of minimal surfaces of general type with p...
We construct projective toric surfaces whose blow-up at a general point has a non-polyhedral pseudo-...
Let C be a compact Riemann surface. Let us consider a finite group acting on CxC, having some elemen...
We study effective divisors D on surfaces with H0(OD) = k and H1(OD) = H0(OD(D)) = 0. We give a nume...
A smooth, projective surface S is said to be isogenous to a product if there exist two smooth curves...
A fake quadric is a smooth projective surface that has the same rational cohomology as a smooth quad...
We prove that every projective rational surface of type (n, m) has only a finite number of (-1) curv...
We study the cones of surfaces on varieties of lines on cubic fourfolds and Hilbert schemes of point...
We construct exceptional collections of maximal length on four families of surfaces of general type ...
This thesis studies exact rational parametrizations of blends between the natural quadrics. The firs...
We discuss a couple of problems concerning the pseudoeffective cone of a projective variety. In the ...
We compute the facets of the effective cones of divisors on the blow-up of P3 in up to five lines in...
Abstract. We study the birational geometry of the moduli space of complete n-quadrics X. We exhibit ...
AbstractWe give a numerical criterion for ensuring the finite generation of the effective monoid of ...
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