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pRIGIDITY AND IWASAWA µINVARIANTS (pRIGIDITÉ ET µINVARIANTS DE IWASAWA)
"... Abstract. Let F be a totally real eld with ring of integers O and p be an odd prime unrami ed in F. Let p be a prime above p. We prove that a mod p Hilbert modular form associated to F is determined by its restriction to the partial SerreTate deformation space Gm ⊗ Op. Using this prigidity and a ..."
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point in terms of the partial SerreTate coordinates also plays an essential role. Based on this, we prove a pversion of a conjecture of Gillard, namely the vanishing of the µinvariant of Katz padic Lfunction. When the branch character is selfdual with the root number −1, we also determine the µ
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"... In this last lecture, we provide a sketch of the proof of the specific case (we used) of the conjecture asserting that “a Hecke invariant subvariety of modulo p Shimura variety is a Shimura subvariety. ” We can prove this for the Hilbert modular variety and its selfproducts, but in this lecture, we ..."
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of this can be found in [H10] as Proposition 3.4. Then the action of ρ(α) on the Serre–Tate coordinate is given by τ ↦ → τ α1−c factoring through G(A (p∞))/Z(Q), since Z(Q) acts trivially on the Shimura variety Y (p). 6.1. Hecke invariant subvarieties. We write I for the irreducible component of Y (p) /F = Y
Coordination: Sylviane Gastaldo
"... INTCD JCTION . 5 Le principe pollueurpayeur, vingt ans après Claude HENRY (CNRS et École polytechnique) 7 Instruments économiques et financement des politiques d'environnement Dominique BUREAU (Direction de la Prévision, ministère de l'Économie et des Finances) 15 SYNTHÈSE • ***** ..."
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INTCD JCTION . 5 Le principe pollueurpayeur, vingt ans après Claude HENRY (CNRS et École polytechnique) 7 Instruments économiques et financement des politiques d'environnement Dominique BUREAU (Direction de la Prévision, ministère de l'Économie et des Finances) 15 SYNTHÈSE • ***** * • • ***** * • • • • • • • • • • • • • • • • •........ 23 Intervention de Jacques VARET (Institut Français de l'Environnement) 25 Environnement et économie: quels axes pour la recherche dans les années à venir? Jacques THEYS (Institut Français de l'Environnement) 37 CONCLUSION • ****** * • • • • • • • • • • • • , • • • • • • • • • • • • • • • • • • • 47 Discours de clôture Xavier DELACHE (Cabinet du ministre de l'Environnement, Mme Ségolène ROYAL) 49 SESSION I L'ÉVALUATION ÉCONOMIQUE........ 57 Quelle valeur économique de la demande sociale pour l'environnement? Patrick POINT (LARE, Université de Bordeaux I) 59 What are the economic costs of damages on natural resources? Sten NILSSON ([JASA, Vienne, Autriche) 75 Présentation de la comptabilité du patrimoine naturel JeanLouis WEBER (Institut Français de l'Environnement) 97 Les effets macroéconomiques des politiques d'environnement
VRIJE UNIVERSITEIT Coordination Control of Linear Systems
"... or by any electronic or mechanical means including information storage and retrieval systems without permission in writing from the author. Printed by: ..."
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or by any electronic or mechanical means including information storage and retrieval systems without permission in writing from the author. Printed by:
1ON THE MUMFORDTATE CONJECTURE OF ABELIAN FOURFOLDS
"... Abstract. We prove the MumfordTate conjecture for absolutely simple abelian fourfolds with trivial endomorphism algebras. The main goal of this paper is to prove the MumfordTate conjecture for certain abelian fourfolds. Let A/F be an abelian variety defined over a number field F of dimension n. Fi ..."
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Abstract. We prove the MumfordTate conjecture for absolutely simple abelian fourfolds with trivial endomorphism algebras. The main goal of this paper is to prove the MumfordTate conjecture for certain abelian fourfolds. Let A/F be an abelian variety defined over a number field F of dimension n
A NONCOMMUTATIVE HOMOGENEOUS COORDINATE RING FOR THE THIRD DEL PEZZO SURFACE
, 906
"... Abstract. Let R be the free Calgebra on x and y modulo the relations x5 = xyx and y2 = xyx endowed with the Zgrading deg x = 1 and deg y = 2. Let B3 denote the blow up of CP2 at three noncolliear points. The main ..."
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Abstract. Let R be the free Calgebra on x and y modulo the relations x5 = xyx and y2 = xyx endowed with the Zgrading deg x = 1 and deg y = 2. Let B3 denote the blow up of CP2 at three noncolliear points. The main
Algebraic Hecke Characters
"... This motivation was inspired by the excellent article [SerreTate, § 7]. Our goal is to prove the main theorem of complex multiplication. The Galois theoretic formulation is as follows: Theorem (Main Theorem of Complex Multiplication). Let (A, α) be a CM abelian variety over a number field K ⊂ Q, a ..."
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This motivation was inspired by the excellent article [SerreTate, § 7]. Our goal is to prove the main theorem of complex multiplication. The Galois theoretic formulation is as follows: Theorem (Main Theorem of Complex Multiplication). Let (A, α) be a CM abelian variety over a number field K ⊂ Q
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