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Update properties/P000087.md
Co-authored-by: Patrick Rabau <70125716+prabau@users.noreply.github.com>
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$X$ is homeomorphic to a topological group.
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Equivalently, there exists a continuous group operation $(x,y)\mapsto x\cdot y$ on the space such that
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Equivalently, there exists a continuous group operation $(x,y)\mapsto x\cdot y$ on $X$ such that
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the inverse operation $x\mapsto x^{-1}$ is also continuous.
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Contrary to Munkres or Willard, we do not assume any separation axiom like {P3}, {P2} or {P1}.

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