Real Analytic and Algebraic Geometry

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