Add to ORKGWe find at least 527 new four-dimensional Fano manifolds, each of which is a complete intersection in a smooth toric Fano manifold
Dedicated to Ronald Fintushel on the occasion of his sixtieth birthday Motivated by Stipsicz and Sza...
For a generic anti-canonical hypersurface in each smooth toric Fano 4-fold with rank 2 Picard group,...
Despite spectacular advances in defining invariants for simply-connected smooth and symplectic 4-dim...
Abstract. We find at least 527 new four-dimensional Fano manifolds, each of which is a com-plete int...
We find at least 527 new four-dimensional Fano manifolds, each of which is a complete intersection i...
In this paper we prove that for $n$-dimensional smooth $l$-Fano well formed weighted complete inters...
International audienceComplete intersections inside rational homogeneous varieties provide interesti...
We investigate the mathematical properties of the class of Calabi-Yau four-folds recently found in r...
We classify smooth toric Fano varieties of dimension $n\geq 3$ containing a toric divisor isomorphic...
On the list of smooth toric Fano 4-folds ([1, 12]), of which there are 124, there remain 19 for whic...
We present the complete classification of smooth toric Fano threefolds, known to the algebraic geome...
We produce a list of 64 families of Fano fourfolds of K3 type, extracted from our database of at lea...
Abstract: We present an exhaustive, constructive, classification of the Calabi-Yau four-folds which ...
We consider mirror symmetry for Fano manifolds, and describe how one can recover the classification ...
In [8, Conjecture 3.6], Costa and Miró-Roig state the following conjecture:Every smooth complete tor...
Dedicated to Ronald Fintushel on the occasion of his sixtieth birthday Motivated by Stipsicz and Sza...
For a generic anti-canonical hypersurface in each smooth toric Fano 4-fold with rank 2 Picard group,...
Despite spectacular advances in defining invariants for simply-connected smooth and symplectic 4-dim...
Abstract. We find at least 527 new four-dimensional Fano manifolds, each of which is a com-plete int...
We find at least 527 new four-dimensional Fano manifolds, each of which is a complete intersection i...
In this paper we prove that for $n$-dimensional smooth $l$-Fano well formed weighted complete inters...
International audienceComplete intersections inside rational homogeneous varieties provide interesti...
We investigate the mathematical properties of the class of Calabi-Yau four-folds recently found in r...
We classify smooth toric Fano varieties of dimension $n\geq 3$ containing a toric divisor isomorphic...
On the list of smooth toric Fano 4-folds ([1, 12]), of which there are 124, there remain 19 for whic...
We present the complete classification of smooth toric Fano threefolds, known to the algebraic geome...
We produce a list of 64 families of Fano fourfolds of K3 type, extracted from our database of at lea...
Abstract: We present an exhaustive, constructive, classification of the Calabi-Yau four-folds which ...
We consider mirror symmetry for Fano manifolds, and describe how one can recover the classification ...
In [8, Conjecture 3.6], Costa and Miró-Roig state the following conjecture:Every smooth complete tor...
Dedicated to Ronald Fintushel on the occasion of his sixtieth birthday Motivated by Stipsicz and Sza...
For a generic anti-canonical hypersurface in each smooth toric Fano 4-fold with rank 2 Picard group,...
Despite spectacular advances in defining invariants for simply-connected smooth and symplectic 4-dim...