Last Updated:2025/11/20

To prove convergence, she introduced a semi-norm on the space of functions that vanishes on a subspace while still satisfying positive homogeneity and the triangle inequality.

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To prove convergence, she introduced a semi-norm on the space of functions that vanishes on a subspace while still satisfying positive homogeneity and the triangle inequality.

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収束を証明するために、彼女は部分空間でゼロになる、ベクトル v を非負の値 ∥v∥ に写し、∥cv∥ = |c|∥v∥(正同次性)および三角不等式を満たす関数をその関数空間に導入した。

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