Last Updated:2025/11/23

The space X is weakly contractible, meaning that all its homotopy groups are trivial, so any continuous map from a sphere is null-homotopic.

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The space X is weakly contractible, meaning that all its homotopy groups are trivial, so any continuous map from a sphere is null-homotopic.

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空間Xはすべてのホモトピー群が自明であるため、球面からの任意の連続写像はホモトピー的に定数写像になる。

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