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Exact(60)
Thus is a compact subset of.
Now, let be a compact subset of.
Moreover, is a compact subset of, and hence is a compact subset of.
Let E be a compact subset of the unit circle.
Clearly, K is a compact subset of (mathbb{D}).
Let I be a compact subset of (mathbb{R}).
However is a compact subset of [18, page 16], so.
Let be a compact subset of a global NPC space.
Then, is a compact subset of M, so.
Note that is not a compact subset of.
Choose and let Then is a compact subset of.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com