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J.-B. Bost, H. Gillet and C. Soulé by Ana Căpățînă is a document available to read on EtoBox.

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The document discusses the study of heights of projective varieties and positive Green forms within the context of Arakelov geometry. It introduces a new definition of height for projective varieties, explores various properties and examples, and establishes connections to the arithmetic Bezout theorem. The paper also emphasizes the existence of positive Green forms for effective cycles on complex manifolds and provides a comprehensive analysis of these concepts in relation to arithmetic intersection theory

Author

Ana Căpățînă

Language

EN