Every Hodge class on a product of two complex projective K3 surfaces induces a homomorphism of rational Hodge structures between the respective transcendental lattices. Under the hypothesis that this morphism is an isome

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Date: 2017-02-24 03:32:36		Every Hodge class on a product of two complex projective K3 surfaces induces a homomorphism of rational Hodge structures between the respective transcendental lattices. Under the hypothesis that this morphism is an isome Add to Reading List Source URL: www.mat.unimi.it Download Document from Source Website File Size: 30,44 KB Share Document on Facebook