OAI/Combinatorics/IndependentSets/Encoding/FinalTableFormula.lean
12 declarations, 0 contain sorry, 0 declared as axioms
- def
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.outputline 13 - theorem
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.satisfiable_iffline 16 - theorem
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.variable_countline 23 - theorem
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.clause_countline 27 - theorem
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.nonemptyline 31 - theorem
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.tableGraph_rejectionCountline 35 - theorem
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.tableGraph_count_lowerline 45 - theorem
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.clauseGapline 54 - theorem
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.total_size_leline 64 - def
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.sizePolynomialline 71 - theorem
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.sizePolynomial_evalline 76 - theorem
OAI.IndependentSetsGames.Foundations.PCP.FinalTableFormula.formulaBits_length_le_polynomialline 80