LOCAL-GLOBAL PRINCIPLE FOR RATIONAL POINTS AND ZERO-CYCLES ARIZONA WINTER SCHOOL 2015 ´ ENE ` JEAN-LOUIS COLLIOT-THEL

First Page		Document Content
Date: 2015-05-30 03:42:10 Algebra Abstract algebra Mathematics Field theory Algebraic number theory Diophantine geometry Algebraic varieties Brauer group Ring theory Approximation in algebraic groups Hasse principle Rational variety		LOCAL-GLOBAL PRINCIPLE FOR RATIONAL POINTS AND ZERO-CYCLES ARIZONA WINTER SCHOOL 2015 ´ ENE ` JEAN-LOUIS COLLIOT-THEL Add to Reading List Source URL: www.math.u-psud.fr Download Document from Source Website File Size: 504,62 KB Share Document on Facebook

	1982f Comparison of the Brauer group with the Tateˇ Safareviˇ c group (J. Fac. Sci. Univ. Tokyo Sect. IA Math), no. 3, 735–The duality theorems for abelian varieties have been extended to p — DocID: 1uzos - View Document
	LOCAL-GLOBAL PRINCIPLE FOR RATIONAL POINTS AND ZERO-CYCLES ARIZONA WINTER SCHOOL 2015 ´ ENE ` JEAN-LOUIS COLLIOT-THEL DocID: 1r9d2 - View Document
	577 Documenta Math. Finite u Invariant and Bounds on Cohomology Symbol Lengths DocID: 1r7Hn - View Document
	Quadric surface bundles over surfaces DocID: 1r7gK - View Document
	Quadric surface bundles over surfaces DocID: 1qRvz - View Document