No detailed description available for "Real Analytic and Algebraic Geometry".

Klappentext
The series is aimed specifically at publishing peer reviewed reviews and contributions presented at workshops and conferences. Each volume is associated with a particular conference, symposium or workshop. These events cover various topics within pure and applied mathematics and provide up-to-date coverage of new developments, methods and applications.

Inhalt
Aus dem Inhalt:

1. C.Andradas, J.M.Ruiz:
   Algebraic versus analytic basicness
2. E.Becker, D.Gondard:
   Notes on the space of real places of a formally real field
3. R.Berr:
   On real holomorphy rings
4. J.F.Canny:
   Some practical tools for algebraic geometry
5. M.Coste, M.Shiota:
   Thom's first isotopy lemma: a semialgebraic version, with uniform bound
6. C.N.Delzell, J.J.Madden:
   Lattice-ordered rings and semialgebraic geometry:I
7. J.P.Francoise:
   Bounds for the number of connected components of a family of differentiable manifolds
8. M.J.Gonzalez-Lopez, T.Recio:
   Voronoi computability in SE (3)
9. Z.Hajto:
   On the Gabrielov theorem for subpfaffian sets
10. I.V.Itenberg:
    Groups of monodromy of non-singular curves of degree 6
11. V.M.Kharlamov, J.-J.Risler:
    Blowing-up construction of maximal smoothings of real plane singularities