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N-dimensional versus (N-1)-dimensional connectivity testing of first-order queries to semi-algebraic sets

机译:一维查询到半代数集的N维与(N-1)维连通性测试

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摘要

This paper addresses the question whether one can determine the connectivity of a semi-algebraic set in three dimensions by looking only at two-dimensional "samples" of the set, where these samples are defined by first-order queries. The question is answered negatively for two classes of first-order queries: cartesian-product-free, and positive one-pass.
机译:本文仅通过查看二维“样本”集(一阶查询定义这些样本)来解决是否可以在三个维度上确定半代数集的连通性的问题。对于两类一阶查询,该问题的回答是否定的:无笛卡尔乘积和正一遍。

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