Four-dimensional Fano toric complete intersections
- Coates, Tom
- Kasprzyk, Alexander M.
- Prince, Thomas
DOIAbstract
We find at least 527 new four-dimensional Fano manifolds, each of which is a complete intersection in a smooth toric Fano manifold
We find at least 527 new four-dimensional Fano manifolds, each of which is a complete intersection in a smooth toric Fano manifold
This thesis contributes to the explicit classification of Fano and Calabi-Yau varieties. First, ...
We present the complete classification of smooth toric Fano threefolds, known to the algebraic geome...
An inductive approach to classifying toric Fano varieties is given. As an application of this techni...
We find at least 527 new four-dimensional Fano manifolds, each of which is a complete intersection i...
Abstract. We find at least 527 new four-dimensional Fano manifolds, each of which is a com-plete int...
There are well-understood methods, going back to Givental and Hori--Vafa, that to a Fano toric compl...
We collect a list of known four-dimensional Fano manifolds and compute their quantum periods. This l...
We collect a list of known four-dimensional Fano manifolds and compute their quantum periods. This l...
We collect a list of known four-dimensional Fano manifolds and compute their quantum periods. This l...
We consider mirror symmetry for Fano manifolds, and describe how one can recover the classification ...
In this dissertation we discuss two new constructions of Fano varieties, each directly inspired by i...
The database smooth_fano_4 This is a database of regularized quantum periods for four-dimensional F...
Fano polytopes are the convex-geometric objects corresponding to toric Fano varieties. We give a bri...
Added lacking references, corrected acknowledgments, minor editorial changesWe provide enumerative f...
Fano manifolds are basic building blocks in geometry - they are, in a precise sense, atomic pieces o...
This thesis contributes to the explicit classification of Fano and Calabi-Yau varieties. First, ...
We present the complete classification of smooth toric Fano threefolds, known to the algebraic geome...
An inductive approach to classifying toric Fano varieties is given. As an application of this techni...
We find at least 527 new four-dimensional Fano manifolds, each of which is a complete intersection i...
Abstract. We find at least 527 new four-dimensional Fano manifolds, each of which is a com-plete int...
There are well-understood methods, going back to Givental and Hori--Vafa, that to a Fano toric compl...
We collect a list of known four-dimensional Fano manifolds and compute their quantum periods. This l...
We collect a list of known four-dimensional Fano manifolds and compute their quantum periods. This l...
We collect a list of known four-dimensional Fano manifolds and compute their quantum periods. This l...
We consider mirror symmetry for Fano manifolds, and describe how one can recover the classification ...
In this dissertation we discuss two new constructions of Fano varieties, each directly inspired by i...
The database smooth_fano_4 This is a database of regularized quantum periods for four-dimensional F...
Fano polytopes are the convex-geometric objects corresponding to toric Fano varieties. We give a bri...
Added lacking references, corrected acknowledgments, minor editorial changesWe provide enumerative f...
Fano manifolds are basic building blocks in geometry - they are, in a precise sense, atomic pieces o...
This thesis contributes to the explicit classification of Fano and Calabi-Yau varieties. First, ...
We present the complete classification of smooth toric Fano threefolds, known to the algebraic geome...
An inductive approach to classifying toric Fano varieties is given. As an application of this techni...
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