Differentiable and Deformation Type of Algebraic Surfaces, Real and Symplectic Structures

By F. Catanese. 2007

62 citations recorded by the source corpus.

Lecture 1: Projective and K\"ahler Manifolds, the Enriques classification, construction techniques. Lecture 2: Surfaces of general type and their Canonical models. Deformation equivalence and singularities. Lecture 3: Deformation and diffeomorphism, canonical symplectic structure for surfaces of general type. Lecture 4: Irrational pencils, orbifold fundamental groups, and surfaces isogenous to a product. Lecture 5: Lefschetz pencils, braid and mapping class groups, and diffeomorphism of ABC-surfaces. Epilogue: Deformation, diffeomorphism and symplectomorphism type of surfaces of general type.

Subfields: Applied Mathematics, Geometry and Topology

View Paper: https://www.semanticscholar.org/paper/dbdefb29432c71cd0618086559cba0a72360584c

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In Applied Mathematics

1. F. Catanese
2. Ingrid Bauer
3. Fritz Grunewald
4. G. González‐diez
5. A. Jaikin‐Zapirain

In Geometry and Topology

1. F. Catanese
2. Ingrid Bauer
3. Fritz Grunewald
4. Matteo Penegini
5. G. González‐diez
6. Y. Odaka
7. A. Jaikin‐Zapirain
8. L. Gottsche

Citations in the corpus

• A Superficial Working Guide to Deformations and Moduli (2011, methodology): “I refer to [42] for a rather comprehensive treatment of the above questions.”