December 16, 2013 APPROXIMATING CURVES ON REAL RATIONAL SURFACES ´ ´ AND FRED ´ ERIC ´

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Date: 2014-02-17 15:20:49 Algebraic geometry Abstract algebra Algebra Birational geometry Vector bundles Algebraic varieties Algebraic surfaces Minimal model program Curve Rational variety Canonical bundle Intersection theory		December 16, 2013 APPROXIMATING CURVES ON REAL RATIONAL SURFACES ´ ´ AND FRED ´ ERIC ´ Add to Reading List Source URL: math.univ-angers.fr Download Document from Source Website File Size: 215,44 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