15:53
ECS 220 9b:8.5 Immerman-Szelepcsényi…
ECS 220 9b:8.5 Immerman-Szelepcsényi Theorem NSPACE(s(n)) = coNSPACE(s(n)) for s(n) ≥ log(n)
11:57
ECS 220 8c:8.6-1 Reachability expressed…
ECS 220 8c:8.6-1 Reachability expressed logically, and as a game between prover and skeptic
09:03
ECS 220 8c:8.4 Savitch's theorem…
ECS 220 8c:8.4 Savitch's theorem space-bounded deterministic simulation of space-bounded nondeterminism, space usage of Savitch_s algorithm
05:46
ECS 220 8b:8.3-2 NL-WitnessExistence and…
ECS 220 8b:8.3-2 NL-WitnessExistence and Reachability are NL-complete
05:39
ECS 220 8b:8.3-1 NL-completeness and logspace…
ECS 220 8b:8.3-1 NL-completeness and logspace reductions
06:57
ECS 220 8b:8.2 Reachability
10:31
ECS 220 2a:4.2-2 k-SAT for k=1,2,3
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