最孤独的点
本文探讨了“最孤独的点”这一概念——在几何或图论中，一个与所有其他点距离最远的点。文章可能从数学定义出发，延伸到哲学或隐喻层面的孤独感，反思孤立点在不同领域中的独特意义。
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A new paper by Thomas Bloom, Will Sawin, Carl Schildkraut and Dmitrii Zhelezov disproves a well-known conjecture in additive combinatorics. The result shows there exist arbitrarily large finite sets A of real numbers where max(|A+A|,|AA|) ≤ |A|^{2-c}. The solution was achieved by humans using methods related to an earlier AI solution to the unit distance conjecture.
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