Hausdorff classes characterize intermediate exponential hierarchy levels without oracles, explain equivalences among oracle classes, and show that P^NExp equals NP^NExp as both match the same Hausdorff class.
The Strong Exponential Hierarchy Collapses
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Hausdorff Reductions and the Exponential Hierarchies
Hausdorff classes characterize intermediate exponential hierarchy levels without oracles, explain equivalences among oracle classes, and show that P^NExp equals NP^NExp as both match the same Hausdorff class.