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A closedness theorem over Henselian valued fields with analytic structure. (arXiv:1712.08179v1 [math.AG])
来源于:arXiv
The main purpose of this paper is to establish, over Henselian valued fields
$K$ with analytic structure, the closedness theorem to the effect that every
projection with a projective fiber is a definably closed map. Here the ground
field $K$ is assumed to be of equicharacteristic zero, possibly non
algebraically closed. 查看全文>>