Expand description
Auto-generated module
🤖 Generated with SplitRS
Traits§
- Oracle
- An oracle that can answer membership queries about the target function.
Functions§
- add_
axiom - app
- app2
- app3
- axiom_
abstraction_ refinement_ correct_ ty - Abstraction-based synthesis: abstraction refinement correctness.
- axiom_
astar_ synth_ admissible_ ty - Program synthesis by A* search: admissible heuristic correctness.
- axiom_
behavioral_ cloning_ correct_ ty - Learning from demonstrations: behavioral cloning correctness.
- axiom_
cegis_ bounded_ depth_ ty - CEGIS with bounded counterexample depth.
- axiom_
cegis_ convergence_ rate_ ty - CEGIS acceleration: convergence rate under a strong verifier.
- axiom_
church_ synthesis_ ty - Synthesis from specifications: Church’s synthesis problem.
- axiom_
constraint_ encoding_ correct_ ty - Constraint-based synthesis: SAT encoding correctness.
- axiom_
execution_ guided_ consistency_ ty - Execution-guided synthesis: observable semantics consistency.
- axiom_
execution_ trace_ complete_ ty - Execution-guided synthesis: trace completeness.
- axiom_
finite_ domain_ decidable_ ty - Constraint-based synthesis: finite domain decidability.
- axiom_
flashfill_ unique_ threshold_ ty - FlashFill generalization: number of examples sufficient for uniqueness.
- axiom_
flashmeta_ vsa_ ty - FlashMeta: DSL synthesis via version space algebra.
- axiom_
inductive_ completeness_ ty - Inductive program synthesis: completeness over a finite hypothesis space.
- axiom_
inductive_ generalization_ ty - Inductive program synthesis: soundness of inductive generalization.
- axiom_
irl_ soundness_ ty - Learning from demonstrations: inverse reinforcement learning soundness.
- axiom_
liquid_ type_ soundness_ ty - Refinement type synthesis: soundness of liquid type inference.
- axiom_
loop_ invariant_ correct_ ty - Loop invariant synthesis: inductive invariant correctness.
- axiom_
lstar_ query_ complexity_ ty - Oracle-guided synthesis: Angluin’s L* query complexity bound.
- axiom_
mdl_ synthesis_ ty - Minimal description length principle for inductive synthesis.
- axiom_
mw_ resolution_ correct_ ty - Manna–Waldinger deductive synthesis: resolution correctness.
- axiom_
mw_ termination_ ty - Manna–Waldinger synthesis: goal reduction termination.
- axiom_
neural_ synth_ generalisation_ ty - Neural program synthesis: generalisation bound (PAC-style).
- axiom_
neural_ synth_ soundness_ ty - Neural program synthesis: soundness of learned synthesiser.
- axiom_
oracle_ equivalence_ query_ ty - Oracle-guided synthesis with equivalence queries.
- axiom_
oracle_ membership_ query_ ty - Oracle-guided synthesis with membership queries only.
- axiom_
refinement_ subtype_ complete_ ty - Refinement type synthesis: completeness for subtyping.
- axiom_
refinement_ type_ decidable_ ty - Type-driven synthesis: refinement type checking decidability.
- axiom_
sketch_ hole_ smt_ ty - Sketch framework: hole satisfiability modulo theory.
- axiom_
sketch_ relative_ complete_ ty - Synthesis with sketches: relative completeness wrt sketch language.
- axiom_
spec_ realizability_ ty - Synthesis from logical specifications: realizability.
- axiom_
spurious_ cex_ detection_ ty - Abstraction-based synthesis: spurious counterexample detection.
- axiom_
stochastic_ synth_ soundness_ ty - Stochastic program synthesis: probabilistic soundness.
- axiom_
strongest_ invariant_ exists_ ty - Loop invariant synthesis: strongest inductive invariant existence.
- axiom_
superopt_ equivalence_ ty - Superoptimisation: equivalence preservation.
- axiom_
superopt_ optimal_ ty - Superoptimisation: optimality of synthesised loop-free program.
- axiom_
sygus_ multi_ function_ ty - SyGuS multi-function: soundness when synthesising several functions jointly.
- axiom_
sygus_ separability_ ty - SyGuS separability: two grammars produce disjoint solution sets.
- bool_ty
- build_
program_ synthesis_ env - Build the kernel environment with program synthesis axioms.
- build_
program_ synthesis_ env_ ext - Build the extended program synthesis environment (new axioms).
- bvar
- cst
- decl_
cegis_ complete - Build the
CegisCompleteaxiom declaration. - decl_
djinn_ complete - Build the
DjinnCompleteaxiom declaration. - decl_
pbe_ convergence - Build the
PBEConvergenceaxiom declaration. - decl_
spec_ satisfied - Build a single
SpecSatisfiedaxiom declaration. - decl_
sygus_ soundness - Build the
SyGuSSoundnessaxiom declaration. - list_ty
- nat_ty
- option_
ty - pair_ty
- pi
- prop
- string_
ty - type0