Open Problems in Arithmetic Algebraic Geometry

In mathematics, significant progress is often made by looking at the underlying structures of open problems and discovering new directions that are developed to find solutions. In that process, the search for finding the "true" nature of the problem at hand is the impetus for our thoughts. It is only much later, in retrospect, that we see the "flow of mathematics"-from problem to theory and new insight. This is the gist of the present volume.
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