[CvGmt News] [Notiziario] [Settimanale] Fw: Per il notiziario
Liviana Paoletti
paoletti at dm.unipi.it
Fri Feb 6 16:38:44 CET 2009
Inoltro avviso di Convegno a me pervunto.
Cordialmente
Liviana Paoletti
>
> Real Analytic and Nash Functions and Related Topics Pisa February 16-21,
> 2009
> Dipartimento di Matematica- Aula Magna
> Web page http://www.dm.unipi.it/~broglia/convegni/RealAnalNash/index.html
>
> Program
> Monday 16
> 10.00-10.30 Opening
> 10.30-11.30 J.J.Risler On the total curvature of a real affine algebraic
> variety
> 12.00-13.00 F. Acquistapace Global semianalytic sets
> 14.30-15.30 M.Edmundo Poincare'-Verdier duality in o-minimal structures
> 15.30-16.30 L.Prelli Sheaves on subanalytic sites
> 17.00-18.00 L.Broecker TBA
>
> Tuesday 17
> 10.30-11.30 E.Bierstone Resolution except for minimal singularities
> 12.00-13.00 W.Pawlucki On a theorem of Guillome Valette
> 14.30-15.30 M.E.Alonso TBA
> 15.30-16.30 J.Fernando On the ring of Nash functions on a semialgebraic
> set
> 17.00-18.00 D.Mady The semialgebraic h-cobordism and s-cobordism theorems
>
> Wednesday 18
> 10.30-11.30 A.Parusinski The weight filtration for real algebraic
> varieties
> 12.00-13.00 G.Fichou On blow-Nash equivalence
>
> Thursday 19
> 10.30-11.30 J. Huisman On the topology of nonsingular compact affine real
> algebraic hypersurfaces
> 12.00-13.00 L. Pernazza On the regularity of well-chosen roots of
> parameter-dependent polynomial
> 14.30-15.30 A.ElKhadiri Weierstrass division in quasianalytic local rings
> 15.30-16.30 I.Karolkiewicz An algebraic formula for the intersection
> number of a polynomial immersion
> 17.00-18.00 A.Nowel Immersions of spheres and algeraically constructible
> functions
>
> Friday 20
> 10.30-11.30 S.Spodzieja On the Lojasiewicz exponent at infinity of a
> polynomial mapping
> 12.00-13.00 D.Gondard On the number of connected components of smooth
> real varieties
> 14.30-15.30 C.Delzell A new, simpler finitary construction of the real
> closure of a 'discrete' ordered field
> 15.30-16.30 A.Prestel On the Connectedness Conjecture in dimension 2
>
>
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>
>
>
>
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