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Quotient Space
Quotient Space Suppose that XXX is a normed space, and YYY is a closed subspace of XXX, we can define an equivalent relation on XXX by x1∼x2x1∼x2x_1\sim x_2 if and only if x1−x2∈Yx1−x2∈Yx_1-x_2\in Y....原创 2018-03-05 22:54:55 · 867 阅读 · 0 评论 -
Quotient Space
Quotient Space Suppose that XXX is a normed space, and YYY is a closed subspace of XXX, we can define an equivalent relation on XXX by x1∼x2x1∼x2x_1\sim x_2 if and only if x1−x2∈Yx1−x2∈Yx_1-x_2\in Y....原创 2018-03-05 22:56:17 · 627 阅读 · 0 评论
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