Project Page Index Table of Contents
  • Post Correspondence problem PCP
    • HaltTM 1 reduces to PCP
    • PCP is undecidable
    • MM2_HALTING is undecidable
  • Halting problem for FRACTRAN programs FRACTRAN_HALTING
    • FRACTRAN_HALTING is undecidable
    • HaltTM_1 reduces to FRACTRAN_HALTING
  • Satisfiability of elementary, square, and uniform Diophantine constraints H10C_SAT, H10SQC_SAT, and H10UC_SAT
    • H10C_SAT, H10SQC_SAT, and H10UC_SAT are undecidable
  • Halting problem for one counter machines CM1_HALT
    • HaltTM 1 reduces to CM1_HALT
    • CM1_HALT is undecidable
  • Solvability of finite multiset constraints FMsetC_SAT
    • FMsetC_SAT is undecidable
  • Halting problem for the weak call-by-value lambda-calculus HaltL
    • HaltL is undecidable
  • Halting problem for multi-tape and single-tape Turing machines HaltMTM and HaltTM 1
    • HaltMTM and HaltTM 1 are undecidable
    • SBTM_HALT is enumerable
    • complement SBTM_HALT is undecidable
    • SBTM_HALT is undecidable
  • Halting problem for a fixed, universal, single-tape, binary Turing machine (HaltUTM)
    • HaltUTM is undecidable
  • Halting problem for (micro-programmed) Turing machines with a PC counter
  • Halting problem for binary stack machines BSM_HALTING
    • BSM_HALTING is undecidable
  • Halting problem for Minsky machines
  • Basic First-Order Logic
    • Syntax
    • Natural Deduction
    • Natural Deduction Facts
    • Tarski Semantics
    • Tarski Soundness
    • Kripke Semantics
    • Kripke Soundness
    • Peano Arithmetic
    • Eliminating excluded middle
  • Undecidability
    • The Entscheidungsproblem
    • Signature Minimisation
    • Trakhtenbrot's Theorem
    • Peano Arithmetic
    • Set Theory
  • Halting problem for Minsky machines
  • Halting problem for Minsky machines MM_HALTING
    • Halt_murec is undecidable
    • HaltL is enumerable
  • Halting problem for binary stack machines BSM_HALTING
  • Halting problem for simple binary single-tape Turing machines HaltKOSBTM
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