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Date: 2002-11-27 13:35:02 Birational geometry Algebraic varieties Vector bundles Field theory Rational variety Riemann–Roch theorem Ample line bundle Serre duality Divisor Abstract algebra Algebraic geometry Geometry		Add to Reading List Source URL: math.stanford.edu Download Document from Source Website File Size: 215,91 KB Share Document on Facebook

	TORSION DES VARIÉTÉS ABÉLIENNES CM ÉRIC GAUDRON ET GAËL RÉMOND Abstract. In this note, we improve on a result of Silverberg giving an upper bound for the order of a rational torsion point on a CM abelian variety ov DocID: 1tZm3 - View Document
	SEPARABLE RATIONAL CONNECTEDNESS AND STABILITY ZHIYU TIAN Abstract. In this short note we prove that in many cases the failure of a variety to be separably rationally connected is caused by the instability of the tangent DocID: 1tr00 - View Document
	TRIVIALITY AND SPLIT OF VECTOR BUNDLES ON RATIONALLY CONNECTED VARIETIES XUANYU PAN Abstract. In this paper, we use the existence of a family of rational curves on a separably connected variety, which satisfies the Lefsc DocID: 1tneC - View Document
	CURVE CLASSES ON RATIONALLY CONNECTED VARIETIES HONG R. ZONG This note proves every curve on a rationally connected variety is algebraically equivalent to a Z-linear combination of rational curves. Abstract. DocID: 1tcZ5 - View Document
	LOCAL-GLOBAL PRINCIPLE FOR RATIONAL POINTS AND ZERO-CYCLES ARIZONA WINTER SCHOOL 2015 ´ ENE ` JEAN-LOUIS COLLIOT-THEL DocID: 1r9d2 - View Document