By José Manuel Aroca, Ragnar Buchweitz, Marc Giusti, Michel Merle (Editors)
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2, to be is a satellite point exponents. explicitized referred where a to similar here. 1 The For (Libro argument precise proofs 4, for may and Cap. I) or surfaces is introduced. 3. Enriques' Enriques I). represented The points represented equal diagrams. lying as a 0i its first with the corresponds corresponding to Oi_ 2 that line segment are taken a of between conventions: Oi_ 1 same the lie in Oi_ 1 tangent position in successive starting alternatively at curve on a will at is the with broken represented, then represented 0 i, that Puiseux is~ to of to to to or in 4~ C h a p at a the arcs 0 the The points issuing of The the points placed These from curvature proximate left.
2. For rational We call Then each admissible we F. sequences of values of have positive function the in integer 2i + n - i such that i m + 1 variables + n ~/ I" t h e r e such that I F i ( X0, • • • ~ X i _ l , b 0 , • • • ~bi+n_m ) is defined a i) are for We admissible sequences of b's Xi = F i ( x 0 , . . , X i _ l , b 0 , . . , b i + n _ necessary Proof. each and will sufficient assume m) conditions that by in an , order and X's and i + n ~/I" that inductive ~p(x) £ R 2. process we have 51 constructed rational expression Hi ( ~ , 0 , .
Lusztig, avril of the One V a r i a b l e 1979. de c o u r b e s II, Springer No 349. integrability University, MacPherson, G. L e s s c h 6 m a s de m o d u l e s Functions in Mathematics Goresky, tre. North N o v e m b r e 1980. : Deligne, des Q-modules, Kazhdan-Lusztig Deligne, P. localisation du C e n t r e singular Springer la operators, : pr6-publication ; Goresky, [D4J EG-M23 et systems, : ~ p a r a l *t r e . homology for vol. EG3 Rings I. Paris, intersection vol. [D3"] Sc. Polytechnique, Cheeger, liers, ~D23 Bernstein, Acad.
Algebraic Geometry by José Manuel Aroca, Ragnar Buchweitz, Marc Giusti, Michel Merle (Editors)