Description

Book Synopsis
Contains the proceedings of the conference “A Panorama on Singular Varieties”, held in February 2017, at the University of Seville. The articles cover a wide range of topics in the study of singularities and should be of great value to graduate students and research faculty who have a basic background in the theory of singularities.

Table of Contents
  • P. Aluffi and M. Goresky, Pfaffian integrals and invariants of singular varieties
  • J. L. Cisneros-Molina and A. Romano-Velazquez, The real embedding method to study mixed functions
  • A. Dimca and G. Sticlaru, Computing Milnor fiber monodromy for some projective hypersurfaces
  • G.-M. Greuel, Straight equisingular deformations and punctual Hilbert schemes
  • H. A. Hamm, Divisor class groups of singular varieties
  • E. Hironaka, The augmented deformation space of rational maps
  • T. Laszlo and A. Nemethi, On the geometry of strongly flat semigroups and their generalizations
  • D. B. Massey, Characteristic cycles and the relative local Euler obstruction
  • L. Narvaez Macarro, Hasse-Schmidt derivations versus classical derivations
  • M. Oka, On the connectivity of Milnor fiber for mixed functions
  • J. E. Sampaio, Some classes of homeomorphisms that preserve multiplicity and tangent cones
  • J.-P. Teyssier, Higher dimensional Stokes structures are rare.

A Panorama of Singularities

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    A Paperback by Francisco–jesus Castro–jimenez, David Bradley Massey, Bernard Teissier

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      Publisher: MP-AMM American Mathematical
      Publication Date: Publication Date: 2/28/2020 12:00:00 AM
      ISBN13: 9781470447922, 978-1470447922
      ISBN10: 1470447924
      Also in:
      Algebraic geometry

      Description

      Book Synopsis
      Contains the proceedings of the conference “A Panorama on Singular Varieties”, held in February 2017, at the University of Seville. The articles cover a wide range of topics in the study of singularities and should be of great value to graduate students and research faculty who have a basic background in the theory of singularities.

      Table of Contents
      • P. Aluffi and M. Goresky, Pfaffian integrals and invariants of singular varieties
      • J. L. Cisneros-Molina and A. Romano-Velazquez, The real embedding method to study mixed functions
      • A. Dimca and G. Sticlaru, Computing Milnor fiber monodromy for some projective hypersurfaces
      • G.-M. Greuel, Straight equisingular deformations and punctual Hilbert schemes
      • H. A. Hamm, Divisor class groups of singular varieties
      • E. Hironaka, The augmented deformation space of rational maps
      • T. Laszlo and A. Nemethi, On the geometry of strongly flat semigroups and their generalizations
      • D. B. Massey, Characteristic cycles and the relative local Euler obstruction
      • L. Narvaez Macarro, Hasse-Schmidt derivations versus classical derivations
      • M. Oka, On the connectivity of Milnor fiber for mixed functions
      • J. E. Sampaio, Some classes of homeomorphisms that preserve multiplicity and tangent cones
      • J.-P. Teyssier, Higher dimensional Stokes structures are rare.

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