Hodge Theory and Classical Algebraic Geometry

俄亥俄州立大学将于2013年5月13日至15日举办题为“霍奇理论与经典代数几何”的会议。会议将涵盖霍奇理论、经典代数几何以及它们之间的相互作用。主要的主题将包括阿贝尔变体、高维代数几何和镜像对称。演讲者将讨论Hodge猜想的最新进展、周期域的紧化、Hodge结构的变化、Hodge类座的代数性和正规函数。会议的目标是：(1)产生新的想法和合作，(2)制定和传播新的问题和研究方向，(3)让这些学科的新一代研究人员参与进来。这将是美国第一个致力于霍奇理论在过去五年中取得的进展，以及它在代数几何其他部分的应用的活动。这一领域的中心问题之一是解决霍奇猜想；这是克莱数学研究所的千年奖问题之一。会议网页可在http://www.math.osu.edu/conferences/hodge/找到。

The Ohio State University will host a conference entitled 'Hodge Theory and Classical Algebraic Geometry' on May 13--15, 2013. The conference will cover Hodge theory, classical algebraic geometry and the interactions between them. The principal topics will include abelian varieties, higher dimensional algebraic geometry, and mirror symmetry. Speakers will address recent progress in approaches to the Hodge conjecture, compactifications of period domains, variations of Hodge structures, algebraicity of Hodge class loci, and normal functions.The goals of the conference are (1) to generate new ideas and collaborations, (2) to formulate and disseminate new problems and directions of research, (3) to involve a new generation of researchers in these subjects. This will be the first event in the U.S. devoted to the progress that has been made in Hodge theory over the past five years, as well as to the applications that it has in other parts of algebraic geometry. One of the central problems in this area is to resolve the Hodge conjecture; this is one of the Millennium Prize Problems of the Clay Mathematics Institute. The conference webpage can be found at http://www.math.osu.edu/conferences/hodge/.