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Paper detail

Resource Bounded Immunity and Simplicity

Revisiting the thirty years-old notions of resource-bounded immunity and simplicity, we investigate the structural characteristics of various immunity notions: strong immunity, almost immunity, and hyperimmunity as well as their corresponding simplicity notions. We also study limited immunity and simplicity, called k-immunity and feasible k-immunity, and their simplicity notions. Finally, we propose the k-immune hypothesis as a working hypothesis that guarantees the existence of simple sets in NP.

preprint2005arXivOpen access
Tomoyuki YamakamiToshio Suzuki
Computational ComplexityDiscrete Mathematics
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Tomoyuki YamakamiToshio Suzuki

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