for Analysis
its Applications
and Computation

Geometry and Analysis on Complex Algebraic Varieties

  •   Geometry and Analysis on Complex Algebraic Varieties

    Short summary: The Joint Symposium, organizing in the framework of a RFBR-JSPS bilateral cooperation project, covers a broad range of topics within Geometry and Analysis on complex algebraic varieties including the following directions: logarithmic and multi-logarithmic differential forms, logarithmic connections, frobenius structures and their applications in mathematical physics, theory of residues and characteristic classes for singular varieties, the thery of index of vector fields on complex hypersurfaces and complete intersections, topology of singular divisors and their complements, geometry and combinatorics of hyperplane arrangements, modern methods of the theory of multidimensional residues and their applications, etc.

    Update on 2015-04-08 18:26