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ReachFewL = ReachUL

机译:ReachFewL = ReachUL

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摘要

We show that two complexity classes introduced about two decades ago are equal. ReachUL is the class of problems decided by non-deterministic log-space machines which on every input have at most one computation path from the start configuration to any other configuration. ReachFewL, a natural generalization of ReachUL, is the class of problems decided by nondeterministic log-space machines which on every input have at most polynomially many computation paths from the start configuration to any other configuration. We show that ReachFewL = ReachUL.
机译:我们证明了大约二十年前引入的两个复杂度类是相等的。 ReachUL是由非确定性日志空间机器决定的一类问题,这些机器在每个输入上最多具有从开始配置到任何其他配置的一条计算路径。 ReachFewL是ReachUL的自然概括,是由不确定性日志空间机器决定的一类问题,该机器在每个输入上最多具有从起始配置到任何其他配置的多项式计算路径。我们显示ReachFewL = ReachUL。

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