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Isaac Newton Institute for Mathematical Sciences

Non-Abelian Fundamental Groups in Arithmetic Geometry

Papers produced during 2009/10

Preprint No. Author(s) Title and publication details
IP09172 D Harari Descent on non-proper varieties
IP09174 A Skorobogatov and D Harari Descent on arbitrary varieties
IP09175 J Stix Brauer-Manin obstructions for sections of the fundamental group
IP09176 JL Colliot-Thelene and P Swinnerton-Dyer Rational points on some special cubic hypersurfaces over a global function field
IP09179 H Gangl Regulators for iterated integrals (numerical computations) Clay Publications
IP09180 R Hain Rational points of universal curves
IP09181 M Breuning and D Burns On equivariant Dedekind zeta functions at s=1
IP09182 B Poonen, D Maulik and C Voisin Neron-Severi groups under specialisation
IP09201 M Antei On the abelian fundamental group scheme of a family of varieties
IP09202 K Wickelgren Lower central series obstructions to homotopy sections of curves over number fields
IP09203 A Vdovina and M Edjvet On SQ-universality of groups with special presentations
IP09204 A Vdovina, G Dascalopoulos and C Mese Superrigidity of hyperbolic buildings
IP10001 F Diamond and S Chang Extensions of rank one (phi, Gamma)-modules and crystalline representations