~/talk

The Dawn of Computational Complexity Theory

name:Dick Karp
links:none on file
slides:none on file

Starts from Cook 1971 proving satisfiability’s central role and shows a concrete method: polynomial-time reductions that tie many problems’ fate to SAT, producing 21 NP-complete problems in the original paper and a reduction cascade that now covers thousands. Traces earlier algorithmic work (simplex, Gomory cutting planes, Dantzig Fulkerson Johnson’s 49‑city TSP) and later breakthroughs (Miller‑Rabin, AKS) and highlights a persistent puzzle: why resolution/CDCL solvers with simple primitives solve industrial SAT instances far beyond worst‑case theory.

AI-written summary · about

  1. 0:00Intro
  2. 5:55Early Developments
  3. 16:34Complexity Theory
  4. 18:39The Class P
  5. 23:41NP Complete
  6. 29:28Complexity Results
  7. 34:41Questions
  8. 39:24Random Algorithms
  9. 44:51Problem Structure
  10. 47:59Algorithm Engineering
  11. 50:10Running Time
  12. 52:03Book Recommendation
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