Last Updated:2025/11/30

Researchers studying noncommutative topology often examine a quantale to model the lattice of open sets in point-free spaces and the multiplicative behavior of ideals.

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Researchers studying noncommutative topology often examine a quantale to model the lattice of open sets in point-free spaces and the multiplicative behavior of ideals.

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非可換位相を研究する研究者は、ロケール(点を持たない位相)やイデアルの乗法的格子を一般化する、部分順序付き代数的構造の一種をしばしば調べ、それによって点非依存の空間における開集合の格子やイデアルの乗法的振る舞いをモデル化します。

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