LARA

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sav08:dpll_algorithm_for_sat [2008/03/12 18:28]
vkuncak
sav08:dpll_algorithm_for_sat [2008/03/12 18:34]
vkuncak
Line 109: Line 109:
 \] \]
 Then combine these two trees with resolution on $\{p\}$ and $\{\lnot p\}$ to get ${\it false}$. Then combine these two trees with resolution on $\{p\}$ and $\{\lnot p\}$ to get ${\it false}$.
 +
 +Why can we modify resolution proof to move $p$ from assumption and put its negation to conclusion?
 ++++ ++++
 +
 +=== Lower Bounds on Running Time ===
  
 Observation:​ constructed resolution proof is polynomial in the running time of the DPLL algorithm. Observation:​ constructed resolution proof is polynomial in the running time of the DPLL algorithm.