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Dans ce travail de thèse, on s’intéresse à la géométrie des variétés algébriques qui apparaissent comme résolutions minimales de quotients du produit de courbes par l’action d’un groupe fini.

Groupes de Monodromie en Geometrie Algebrique. ... This paper focuses on the proof of Serge Lang Heights Conjecture in a form that is completely effective. As a complementary result the author ...

Download Citation on ResearchGate | Dualité de Spanier–Whitehead en géométrie algébrique | In this Note, we study finitely presented objects in the stable A1-homotopy category introduced by ...

The symposium "MEGA-90 - Effective Methods in Algebraic Geome try" was held in Castiglioncello (Livorno, Italy) in April 17-211990. The themes - we quote from the "Call for papers"--Were the fol lowing: - Effective methods and complexity issues in commutative algebra, pro jective geometry, real geometry, algebraic number theory - Algebraic geometric methods in algebraic computing Contributions ...

Reversible normal forms of degenerate cusps for planar diffeomorphisms. Author links open overlay panel Alain Jacquemard 1 Marco-Antonio Teixeira 2 ∗

Les équations polynomiales apparaissent dans de nombreux domaines, pour modéliser des contraintes géométriques, des relations entre des grandeurs physiques, ou encore des propriétés satisfaites par certaines inconnues. Cet ouvrage est une introduction aux méthodes algébriques permettant de résoudre

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Existence and properties of geometric quotients. Author: David Rydh Journal: J. Algebraic Geom. 22 (2013), 629-669 DOI: https://doi.org/10.1090/S1056-3911-2013-00615 ...

A Crisis of Identification. David Michael Roberts. Mathematics / Critical Essay / Vol. 4, No. 3. David Michael Roberts is a Research Associate at Adelaide University’s Institute for Geometry and Applications.. Article Critical Essay Topic Mathematics Issue Volume 4, Issue 3 March 2019

being finite. The group of all Weil divisors is denoted Div(X). A Weil divisor D is effective if all the coefficients are non-negative. One writes D ≥ D′ if the difference D − D′ is effective.. For example, a divisor on an algebraic curve over a field is a formal sum of finitely many closed points.

Using linkage by a complete intersection we show how to compute these invariants. Linkage also turns out to be quite effective in verifying the assumptions which …

Abstract: Alexander Grothendieck's concepts turned out to be astoundingly powerful and productive, truly revolutionizing algebraic geometry. He sketched his new theories in talks given at the Séminaire Bourbaki between 1957 and 1962.

[(Adaptive Optics For Astronomy : Proceedings Of The NATO Advanced Study Institute, Cargese, Corse, France, June 29-July 9, 1993)] [Edited By D. M. Alloin ] Published On (May, 1994) PDF complete

Real enumerative geometry and effective algebraic ... We study when a problem in enumerative geometry may have all of its solutions be real and show that many Schubert-type enumerative problems on some flag manifolds can have all of their solutions real. ... 18 (1997) 601-615 Real enumerative geometry and effective algebraic equivalence' Frank ...

References [Abh] S. Abhyankar, On the field of definition of a nonsingular trans form of an algebraic surface. Ann. of Math. 65 (1957), 268-281. [AK] S. Altman …

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e study some classical problems o ccurring in e ectiv e algebraic geometry, lik e nding algebraic relations b et w een n +1 p olynomials in v ariables, computing the residue of a zero-dimensional a ne complete in tersection, testing the prop erness of p olynomial map, and in v erting a p olynomial map. These questions can b e handled, at least ...

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