Contents
Index
hout-0.1.0.0: Non-interactive proof assistant monad for first-order logic.
Index
/\
Hout.Logic.Intuitionistic
<->
Hout.Logic.Intuitionistic
admitted
Hout.Prover.Proofs
andElimLeft
Hout.Logic.Intuitionistic
andElimRight
Hout.Logic.Intuitionistic
andIntro
Hout.Logic.Intuitionistic
apply
Hout.Prover.Tactics
applyF
Hout.Prover.Tactics
applyH
Hout.Prover.Tactics
assert
Hout.Prover.Tactics
Axiom
Hout.Prover.Proofs
bindH
Hout.Prover.Tactics
combineH
Hout.Prover.Tactics
ConstraintWitness
Hout.Logic.FirstOrder
Corollary
Hout.Prover.Proofs
DataKindWitness
Hout.Logic.FirstOrder
Definition
Hout.Prover.Proofs
enough
Hout.Prover.Tactics
eqRefl
Hout.Logic.FirstOrder
eqRewrite
Hout.Logic.FirstOrder
eqSym
Hout.Logic.FirstOrder
eqTrans
Hout.Logic.FirstOrder
Equal
Hout.Logic.FirstOrder
exact
Hout.Prover.Tactics
Example
Hout.Prover.Proofs
exFalso
Hout.Logic.Intuitionistic
Exists
1 (Type/Class)
Hout.Logic.FirstOrder
2 (Data Constructor)
Hout.Logic.FirstOrder
exists
Hout.Prover.Tactics
existsElim
Hout.Logic.FirstOrder
existsIntro
Hout.Logic.FirstOrder
False
Hout.Logic.Intuitionistic
Forall
1 (Type/Class)
Hout.Logic.FirstOrder
2 (Data Constructor)
Hout.Logic.FirstOrder
forallElim
Hout.Logic.FirstOrder
forallIntro
Hout.Logic.FirstOrder
generalize
Hout.Prover.Tactics
iffElimLeft
Hout.Logic.Intuitionistic
iffElimRight
Hout.Logic.Intuitionistic
iffIntro
Hout.Logic.Intuitionistic
intro
Hout.Prover.Tactics
left
Hout.Prover.Tactics
Lemma
Hout.Prover.Proofs
name
Hout.Prover.Tactics
noncomputable
Hout.Prover.Proofs
Not
Hout.Logic.Intuitionistic
orElim
Hout.Logic.Intuitionistic
orIntroLeft
Hout.Logic.Intuitionistic
orIntroRight
Hout.Logic.Intuitionistic
Proof
Hout.Prover.Proofs
qed
Hout.Prover.Tactics
Refl
Hout.Logic.FirstOrder
reflexivity
Hout.Prover.Tactics
rewrite
Hout.Prover.Tactics
rewriteRev
Hout.Prover.Tactics
right
Hout.Prover.Tactics
runProof
Hout.Prover.Proofs
split
Hout.Prover.Tactics
symmetry
Hout.Prover.Tactics
Tactic
1 (Type/Class)
Hout.Prover.Tactics
2 (Data Constructor)
Hout.Prover.Tactics
Theorem
Hout.Prover.Proofs
transitivity
Hout.Prover.Tactics
True
Hout.Logic.Intuitionistic
trueIntro
Hout.Logic.Intuitionistic
Witness
1 (Type/Class)
Hout.Logic.FirstOrder
2 (Data Constructor)
Hout.Logic.FirstOrder
\/
Hout.Logic.Intuitionistic