Every C-homology theory on spaces over a small countable category C is isomorphic to the balanced smash product with a fixed C^op-spectrum, proved via a new external Spanier-Whitehead duality.
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External Spanier-Whitehead duality and homology representation theorems for diagram spaces
Every C-homology theory on spaces over a small countable category C is isomorphic to the balanced smash product with a fixed C^op-spectrum, proved via a new external Spanier-Whitehead duality.