Compact in ℓp
Compact subsets of $ℓ^1$
One can also construct compact sets that are not subsets of finite dimensional subspaces, for example $\{ x\in\ell^1 | x_i\in [0,1/i] \;\forall i\in\Bbb N\}.$MSE
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One can also construct compact sets that are not subsets of finite dimensional subspaces, for example $\{ x\in\ell^1 | x_i\in [0,1/i] \;\forall i\in\Bbb N\}.$MSE