Last Updated：2025/12/02
In homotopy theory, the loopspace of a topological space relative to points x₀ and x₁ is the set of all continuous functions from the unit interval to that space which send 0 to x₀ and 1 to x₁.
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In homotopy theory, the loopspace of a topological space relative to points x₀ and x₁ is the set of all continuous functions from the unit interval to that space which send 0 to x₀ and 1 to x₁.
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