theoremTheorem 7.6Theorem 7.6. Let XnX_nXn be a nonempty finite discrete space for every n∈Nn\in\Nn∈N. Then ∏n∈NXn\prod_{n\in\N}X_n∏n∈NXn is compact.
Theorem 7.6. Let XnX_nXn be a nonempty finite discrete space for every n∈Nn\in\Nn∈N. Then ∏n∈NXn\prod_{n\in\N}X_n∏n∈NXn is compact.