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在数学这个领域里,存在着许多让人怦然心动的“猜想”。诸如,人们早已熟知的“哥德巴赫猜想”、“莫德尔猜想”等等。它们像巨大的问号,吸引和激励着探索者运用自己的智慧,去给它画上圆满的句号。1952年,美国著名数学家卡勒比提出了关于高维空间曲率的一个几何理论的假设,被称为“卡勒比猜想”。这一“猜想”,以她无限迷人的魅力,吸引着世界许多著名数学家顶礼
In the field of mathematics, there are many “conjectures” that are tempting. Such as people are already well-known “Goldbach Conjecture”, “Modal conjecture” and so on. They are like huge question marks that attract and motivate explorers to use their wisdom to draw a perfect conclusion. In 1952, Carlisle, the famous American mathematician, put forward the hypothesis of a geometric theory about the curvature of high-dimensional space, which is called “Carlebie conjecture.” This “guess”, with her infinite charm, attracts many famous mathematicians in the world