Description

Book Synopsis

On varieties with ulrich twisted normal bundles.- Rescalability of integrable mixed twistor d-modules.- Cohomology of complete intersections of quadrics.- Generic torelli for coverings of plane quintics ramified in two points.- Theta groups and projective models of hyperkahler varieties.- Footnotes to the birational geometry of primitive symplectic varieties.- Finitude uniforme pour les cycles de codimension 2 sur les corps de nombres.- The hesse pencil and polarizations of type (1,3) on abelian surfaces.- Enriched hodge structures and cycles on complex analytic thickenings.- Notes on the cohomology of local systems of small weight on m_2.- Burnside groups and orbifold invariants of birational maps.- Enumerative geometry of legendrian foliations: a tale of contact.- Geometric representability of 1-cycles on rationally connected threefolds.- Module structure of the k-theory of polynomial-like rings.

Perspectives on Four Decades of Algebraic

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    A Hardback by Alberto Albano

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      Book details

      Publisher Birkhäuser
      Published 2/17/2025
      ISBN-13 9783031662331
      978-3031662331
      ISBN-10 3031662334
      Also in:
      Algebraic geometry

      Description

      Book Synopsis

      On varieties with ulrich twisted normal bundles.- Rescalability of integrable mixed twistor d-modules.- Cohomology of complete intersections of quadrics.- Generic torelli for coverings of plane quintics ramified in two points.- Theta groups and projective models of hyperkahler varieties.- Footnotes to the birational geometry of primitive symplectic varieties.- Finitude uniforme pour les cycles de codimension 2 sur les corps de nombres.- The hesse pencil and polarizations of type (1,3) on abelian surfaces.- Enriched hodge structures and cycles on complex analytic thickenings.- Notes on the cohomology of local systems of small weight on m_2.- Burnside groups and orbifold invariants of birational maps.- Enumerative geometry of legendrian foliations: a tale of contact.- Geometric representability of 1-cycles on rationally connected threefolds.- Module structure of the k-theory of polynomial-like rings.

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