ABSOLUTE GALOIS ACTS FAITHFULLY ON THE COMPONENTS OF THE MODULI SPACE OF SURFACES: A BELYI-TYPE THEOREM IN HIGHER DIMENSION ROBERT W. EASTON AND RAVI VAKIL A BSTRACT. Given an object over Q, there is often no reason for - Moduli space - Document - PDFSEARCH.IO

First Page	Meta Content
	ABSOLUTE GALOIS ACTS FAITHFULLY ON THE COMPONENTS OF THE MODULI SPACE OF SURFACES: A BELYI-TYPE THEOREM IN HIGHER DIMENSION ROBERT W. EASTON AND RAVI VAKIL A BSTRACT. Given an object over Q, there is often no reason for Add to Reading List Document Date: 2007-07-31 17:36:23 Open Document File Size: 132,74 KB Share Result on Facebook City Bombay / Delhi / Berlin / Beauville / Halsted / Providence / Budapest / Boston / Paris / / Company Belyi / Topology 13 / / Currency pence / / / Event Reorganization / / IndustryTerm finite fundamental / e-print / finite / / MusicGroup Topology / / Organization Summer School / International Congress / Cambridge Univ. / Hindustan Book Agency / Stanford / / Person RAVI VAKIL / James Milne / Soren Galatius / Matt Emerton / Mihran Papikian / ROBERT W. EASTON / Fabrizio Catanese / Greg Brumfiel / Serre / Fritz Grunewald / Dinakar Ramakrishnan / Sha / Kapil Paranjape / Ingrid Bauer / / Position Prime Minister / / Product Sz / / ProvinceOrState Rhode Island / New York / California / Massachusetts / / URL www.jmilne.org/math / / SocialTag Birational geometry Moduli theory Absolute Galois group Enriques–Kodaira classification Moduli space XTR Étale cohomology Abstract algebra Algebra Galois theory

ABSOLUTE GALOIS ACTS FAITHFULLY ON THE COMPONENTS OF THE MODULI SPACE OF SURFACES: A BELYI-TYPE THEOREM IN HIGHER DIMENSION ROBERT W. EASTON AND RAVI VAKIL A BSTRACT. Given an object over Q, there is often no reason for Add to Reading List