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"map"
- π
EStateM.map
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Functor.map
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Option.map
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Prod.map
- π
Task.map
- π
Thunk.map
- π
Except.map
- π
ExceptT.map
- π
StateT.map
- π
List.map
- π
String.map
- π
Array.map
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Array.mapFinIdxM.map
- π
Array.mapM.map
- π
Array.mapMUnsafe.map
- π
Lean.Omega.Coeffs.map
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Lean.Omega.Constraint.map
- π
List.IsInfix.map
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List.IsPrefix.map
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List.IsSuffix.map
- π
List.Sublist.map
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List.Pairwise.map
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Vector.map
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Vector.mapFinIdxM.map
- π
List.Perm.map
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Sum.map
- π
ShareCommon.StateFactoryBuilder.Map
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ShareCommon.StateFactoryImpl.Map
- π
Std.DHashMap.Internal.AssocList.map
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Std.DHashMap.Internal.Rawβ.map
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Std.DHashMap.Raw.map
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Std.Internal.List.DistinctKeys.map
- π
Std.DHashMap.map
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Std.DHashMap.Raw.WF.map
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Std.DHashMap.Equiv.map
- π
Std.HashMap.Raw.map
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Std.HashMap.map
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Std.HashMap.Raw.WF.map
- π
Std.HashMap.Equiv.map
- π
Std.DTreeMap.Internal.Impl.Balanced.map
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Std.DTreeMap.Internal.Impl.map
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Std.DTreeMap.Internal.Impl.WF.map
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Std.DTreeMap.map
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Std.TreeMap.map
- π
Std.ExtDHashMap.map
- π
Std.ExtHashMap.map
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Std.DHashMap.Raw.Equiv.map
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Std.HashMap.Raw.Equiv.map
- π
Std.DTreeMap.Raw.map
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Std.TreeMap.Raw.map
- π
Std.Sat.AIG.RelabelNat.State.map
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Std.Sat.AIG.RefVec.map
- π
Std.Internal.IO.Async.AsyncTask.map
- π
Std.Tactic.BVDecide.BVExpr.Cache.map
- π
Lean.RBNode.map
- π
Lean.PersistentHashMap.map
- π
Lean.PersistentArray.map
- π
Lean.Language.SnapshotTask.map
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Lean.AttributeExtensionState.map
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Lean.ScopedEnvExtension.ScopedEntries.map
- π
Lean.Meta.Match.Extension.State.map
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EStateM.Result.map
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Lean.Meta.FVarSubst.map
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Lean.Meta.Match.MatchEqnsExtState.map
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Lean.Meta.EqnsExtState.map
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Lean.Meta.Simp.UsedSimps.map
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Lean.Meta.KExprMap.map
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SatisfiesM.map
- π
Lean.Widget.TaggedText.map
- π
Lean.Meta.CustomEliminators.map
- π
MLList.map
- π
Nondet.map
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ByteArray.map
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FloatArray.map
- π
Batteries.RBNode.map
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Batteries.RBSet.map
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Batteries.RBNode.All.map
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Batteries.RBNode.Balanced.map
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Batteries.RBNode.Ordered.map
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Pi.map
- π
Lean.ClosedTermCache.map
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Lean.Compiler.CSimp.State.map
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Lean.Compiler.LCNF.CSE.State.map
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Lean.Compiler.LCNF.NormLevelParam.State.map
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Lean.Compiler.LCNF.Simp.FunDeclInfoMap.map
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Lean.Compiler.LCNF.Probe.map
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Lean.Meta.MVarRenaming.map
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Nonempty.map
- π
Relation.Map
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Quot.map
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Quotient.map
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Trunc.map
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Subtype.map
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Aesop.RPINFCache.map
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Aesop.RulePatternCache.map
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Aesop.FVarIdSubst.map
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Aesop.Rule.map
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Aesop.InstMap.map
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Aesop.VariableMap.map
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EquivFunctor.map
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PSigma.map
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Sigma.map
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AddUnits.map
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IsAddUnit.map
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IsUnit.map
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Units.map
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Even.map
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IsSquare.map
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Odd.map
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Invertible.map
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WithBot.map
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WithTop.map
- π
Linarith.Map
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Tree.map
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PLift.map
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ULift.map
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Flag.map
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AddSubmonoid.map
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Submonoid.map
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AddSubgroup.map
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Subgroup.map
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Functor.Comp.map
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Functor.Const.map
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List.Disjoint.map
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List.Nodup.map
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Multiset.map
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Multiset.Nodup.map
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Finset.map
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Finset.Nonempty.map
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List.IsRotated.map
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AddCommute.map
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AddSemiconjBy.map
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Commute.map
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SemiconjBy.map
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Setoid.map
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FreeAddMonoid.map
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FreeMonoid.map
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IsIdempotentElem.map
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Codisjoint.map
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Disjoint.map
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IsCompl.map
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Submodule.map
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ConjClasses.map
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AddSubgroup.Normal.map
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Subgroup.Normal.map
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AddSubsemigroup.map
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Subsemigroup.map
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NonUnitalSubsemiring.map
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Subsemiring.map
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Set.Finite.map
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Subring.map
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Function.IsFixedPt.map
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Part.map
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OmegaCompletePartialOrder.Chain.map
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OmegaCompletePartialOrder.ContinuousHom.map
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OmegaCompletePartialOrder.ContinuousHom.ΟScottContinuous.map
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AddCon.map
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Con.map
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TensorProduct.map
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NonUnitalSubring.map
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NonUnitalSubalgebra.map
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List.Vector.map
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AddIrreducible.map
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Irreducible.map
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Associated.map
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Subalgebra.map
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Sym.map
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IsCoprime.map
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Ideal.map
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IsSelfAdjoint.map
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IsStarNormal.map
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NonUnitalStarSubalgebra.map
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IsQuasiregular.map
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Basis.map
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LinearIndependent.map
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DirectSum.map
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FinVec.map
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TensorProduct.AlgebraTensorModule.map
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AddSubmonoid.LocalizationMap.map
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Submonoid.LocalizationMap.map
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Algebra.TensorProduct.map
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ENat.map
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Cardinal.map
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QuotientAddGroup.map
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QuotientGroup.map
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Filter.map
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Filter.NeBot.map
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Filter.HasAntitoneBasis.map
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Filter.HasBasis.map
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AddSubmonoid.FG.map
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Submonoid.FG.map
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Module.Finite.map
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Submodule.FG.map
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Submodule.IsPrincipal.map
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Matrix.map
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Polynomial.map
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Polynomial.IsRoot.map
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MvPolynomial.map
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Polynomial.Monic.map
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Subalgebra.FG.map
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StarSubalgebra.map
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Cycle.map
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Function.IsPeriodicPt.map
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List.Palindrome.map
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Subfield.map
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IsLocalization.map
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IsFractionRing.map
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Sym2.map
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Sym2.IsDiag.map
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Prefunctor.map
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CategoryTheory.ObjectProperty.map
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CategoryTheory.FullSubcategory.map
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CategoryTheory.fullSubcategoryInclusion.map
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CategoryTheory.SplitEpi.map
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CategoryTheory.SplitMono.map
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CategoryTheory.Limits.IsColimit.map
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CategoryTheory.Limits.IsLimit.map
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CategoryTheory.Bundled.map
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CategoryTheory.ThinSkeleton.map
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CategoryTheory.Comma.map
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CategoryTheory.CommSq.map
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CategoryTheory.Retract.map
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CategoryTheory.Limits.Pi.map
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CategoryTheory.Limits.Sigma.map
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CategoryTheory.CostructuredArrow.map
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CategoryTheory.StructuredArrow.map
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CategoryTheory.Over.map
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CategoryTheory.Under.map
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CategoryTheory.Limits.coprod.map
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CategoryTheory.Limits.prod.map
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CategoryTheory.Limits.pullback.map
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CategoryTheory.Limits.pushout.map
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CategoryTheory.MorphismProperty.map
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CategoryTheory.Limits.ImageMap.map
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CategoryTheory.Limits.image.map
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CategoryTheory.Limits.IsZero.map
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CategoryTheory.Limits.cokernel.map
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CategoryTheory.Limits.kernel.map
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CategoryTheory.Limits.biproduct.map
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CategoryTheory.Limits.biprod.map
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MultilinearMap.map
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DirectLimit.map
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AddCommGroup.DirectLimit.map
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Module.DirectLimit.map
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Coalgebra.TensorProduct.map
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Bialgebra.TensorProduct.map
- π
CategoryTheory.Limits.PullbackCone.map
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CategoryTheory.Limits.PushoutCocone.map
- π
CategoryTheory.IsSplitCoequalizer.map
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CategoryTheory.IsSplitEqualizer.map
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CategoryTheory.ShortComplex.map
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CategoryTheory.Limits.CokernelCofork.map
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CategoryTheory.Limits.KernelFork.map
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CategoryTheory.ShortComplex.HomologyData.map
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CategoryTheory.ShortComplex.HomologyMapData.map
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CategoryTheory.ShortComplex.LeftHomologyData.map
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CategoryTheory.ShortComplex.LeftHomologyMapData.map
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CategoryTheory.ShortComplex.RightHomologyData.map
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CategoryTheory.ShortComplex.RightHomologyMapData.map
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CategoryTheory.ShortComplex.Exact.map
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CategoryTheory.ShortComplex.Splitting.map
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CategoryTheory.ShortComplex.ShortExact.map
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CategoryTheory.IsPullback.map
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CategoryTheory.IsPushout.map
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CategoryTheory.MonoOver.map
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CategoryTheory.Subobject.map
- π
CategoryTheory.CategoryOfElements.map
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CategoryTheory.Grothendieck.map
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Abelianization.map
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FreeAddGroup.map
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FreeGroup.map
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FreeAbelianGroup.map
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ClusterPt.map
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Ultrafilter.map
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LowerSet.map
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UpperSet.map
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Inseparable.map
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Specializes.map
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Cauchy.map
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SeparationQuotient.map
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Path.map
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JoinedIn.map
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CategoryTheory.ComposableArrows.Mkβ.map
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CategoryTheory.ComposableArrows.Precomp.map
- π
ModuleCat.ExtendRestrictScalarsAdj.Counit.map
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ModuleCat.ExtendRestrictScalarsAdj.Unit.map
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IsPGroup.map
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LTSeries.map
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RelSeries.map
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Sublattice.map
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PolynomialModule.map
- π
TwoSidedIdeal.map
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IsLocalRing.ResidueField.map
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LocalRing.ResidueField.map
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IsTensorProduct.map
- π
KaehlerDifferential.map
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CommRingCat.KaehlerDifferential.map
- π
PresheafOfModules.map
- π
Module.Relations.map
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TrivSqZeroExt.map
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DMatrix.map
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IsNilpotent.map
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Matrix.SpecialLinearGroup.map
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Matrix.GeneralLinearGroup.map
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Matrix.IsSymm.map
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CliffordAlgebra.map
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ExteriorAlgebra.map
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exteriorPower.map
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ModuleCat.exteriorPower.map
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CategoryTheory.GrothendieckTopology.Cover.Arrow.map
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CategoryTheory.GrothendieckTopology.Cover.Arrow.Relation.map
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CategoryTheory.Presieve.FamilyOfElements.map
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CategoryTheory.Subpresheaf.map
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CategoryTheory.PreOneHypercover.map
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CategoryTheory.GrothendieckTopology.OneHypercover.map
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WithOne.map
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WithZero.map
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MonCat.Colimits.Relation.map
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MonCat.Colimits.Relation.below.map
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CommRingCat.Colimits.Relation.map
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RingCat.Colimits.Relation.map
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CommRingCat.Colimits.Relation.below.map
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RingCat.Colimits.Relation.below.map
- π
IsLocalization.Away.map
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Ideal.FG.map
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IsLocalizedModule.map
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LocalizedModule.map
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Matrix.BlockTriangular.map
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IsIntegral.map
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BooleanSubalgebra.map
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TopologicalSpace.CompactOpens.map
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TopologicalSpace.Compacts.map
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TopologicalSpace.PositiveCompacts.map
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IrreducibleCloseds.map
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IntermediateField.map
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FreeRing.map
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FreeCommRing.map
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Ring.DirectLimit.map
- π
Stream'.map
- π
Computation.map
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Stream'.Seq.map
- π
Stream'.Seq1.map
- π
GenContFract.Pair.map
- π
Cubic.map
- π
CompleteOrthogonalIdempotents.map
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OrthogonalIdempotents.map
- π
FreeAddMagma.map
- π
FreeAddSemigroup.map
- π
FreeMagma.map
- π
FreeSemigroup.map
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AddMagma.FreeAddSemigroup.map
- π
Magma.AssocQuotient.map
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Polynomial.IsWeaklyEisensteinAt.map
- π
CategoryTheory.GradedObject.map
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AlgebraicTopology.NormalizedMooreComplex.map
- π
CategoryTheory.Idempotents.KaroubiFunctorCategoryEmbedding.map
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AlgebraicTopology.AlternatingCofaceMapComplex.map
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AlgebraicTopology.AlternatingFaceMapComplex.map
- π
CategoryTheory.SimplicialObject.Augmented.ExtraDegeneracy.map
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HomologicalComplexβ.total.map
- π
CochainComplex.HomComplex.Cochain.map
- π
CategoryTheory.Triangulated.Octahedron.map
- π
CochainComplex.mappingCone.map
- π
CategoryTheory.MorphismProperty.LeftFraction.map
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CategoryTheory.MorphismProperty.RightFraction.map
- π
CategoryTheory.MorphismProperty.LeftFraction.Localization.Hom.map
- π
CategoryTheory.LocalizerMorphism.map
- π
CategoryTheory.ShiftedHom.map
- π
CategoryTheory.Square.map
- π
Filter.Subsingleton.map
- π
LieSubalgebra.map
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LieSubmodule.map
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LieIdeal.map
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TensorProduct.LieModule.map
- π
MvPolynomial.IsHomogeneous.map
- π
SModEq.map
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PowerBasis.map
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Polynomial.Separable.map
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Polynomial.IsSplittingField.map
- π
FractionalIdeal.map
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IsFractional.map
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Algebra.Extension.Cotangent.map
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Algebra.H1Cotangent.map
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Algebra.Extension.CotangentSpace.map
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Algebra.Extension.H1Cotangent.map
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MeasurableSpace.map
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HasProd.map
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HasSum.map
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Multipliable.map
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Summable.map
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MeasureTheory.OuterMeasure.map
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MeasureTheory.Measure.map
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MeasureTheory.Measure.AbsolutelyContinuous.map
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IsFiniteMeasureOnCompacts.map
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MeasureTheory.Measure.InnerRegular.map
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MeasureTheory.Measure.InnerRegularWRT.map
- π
MeasureTheory.Measure.OuterRegular.map
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MeasureTheory.Measure.Regular.map
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MeasureTheory.SimpleFunc.map
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MeasureTheory.SimpleFunc.FinMeasSupp.map
- π
AbstractCompletion.map
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UniformSpace.Completion.map
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NormedAddGroupHom.Equalizer.map
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unitary.map
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SameRay.map
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Module.Ray.map
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AffineSubspace.map
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Filter.Germ.map
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Submodule.IsOrtho.map
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OrthonormalBasis.map
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ZSpan.map
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BoxIntegral.BoxAdditiveMap.map
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Orientation.map
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Interval.map
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NonemptyInterval.map
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Quandle.Conj.map
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Rack.toEnvelGroup.map
- π
HahnSeries.map
- π
TopologicalSpace.Opens.map
- π
TopologicalSpace.OpenNhds.map
- π
CategoryTheory.Presieve.CoverByImageStructure.map
- π
AlgebraicGeometry.Spec.map
- π
AlgebraicGeometry.Scheme.AffineCover.map
- π
AlgebraicGeometry.Scheme.Cover.map
- π
TopCat.continuousFunctions.map
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TopCat.Presheaf.SubmonoidPresheaf.map
- π
PrimeSpectrum.BasicConstructibleSetData.map
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PrimeSpectrum.ConstructibleSetData.map
- π
Ideal.ResidueField.map
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AlgebraicGeometry.AffineSpace.map
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WeierstrassCurve.map
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WeierstrassCurve.VariableChange.map
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WeierstrassCurve.Affine.Equation.map
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WeierstrassCurve.Affine.CoordinateRing.map
- π
WeierstrassCurve.Affine.Point.map
- π
WeierstrassCurve.Jacobian.Equation.map
- π
WeierstrassCurve.Projective.Equation.map
- π
Algebra.PreSubmersivePresentation.map
- π
HomogeneousLocalization.map
- π
LocalSubring.map
- π
AddValuation.map
- π
Valuation.map
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AddValuation.IsEquiv.map
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Valuation.IsEquiv.map
- π
CategoryTheory.Functor.relativelyRepresentable.map
- π
CategoryTheory.Idempotents.FunctorExtensionβ.map
- π
AlgebraicTopology.DoldKan.Ξβ.map
- π
AlgebraicTopology.DoldKan.Ξβ.Obj.map
- π
CategoryTheory.Idempotents.KaroubiHomologicalComplexEquivalence.Functor.map
- π
CategoryTheory.Idempotents.KaroubiHomologicalComplexEquivalence.Inverse.map
- π
Path.Homotopic.map
- π
Path.Homotopy.map
- π
SSet.Path.map
- π
SSet.Truncated.Path.map
- π
CategoryTheory.TransfiniteCompositionOfShape.map
- π
CategoryTheory.MorphismProperty.TransfiniteCompositionOfShape.map
- π
CategoryTheory.EnrichedFunctor.map
- π
CategoryTheory.Functor.HomObj.map
- π
ConvexCone.map
- π
MvPolynomial.IsSymmetric.map
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bernsteinPolynomial.map
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LocallyConstant.map
- π
WeakSpace.map
- π
CStarMatrix.map
- π
Wbtw.map
- π
List.Triplewise.map
- π
List.Wbtw.map
- π
PointedCone.map
- π
ProperCone.map
- π
AffineSubspace.WOppSide.map
- π
AffineSubspace.WSameSide.map
- π
RatFunc.map
- π
Matrix.IsHermitian.map
- π
SemiNormedGrp.explicitCokernel.map
- π
PiTensorProduct.map
- π
CategoryTheory.SmallObject.SuccStruct.extendToSucc.map
- π
CategoryTheory.SmallObject.SuccStruct.ofCocone.map
- π
CategoryTheory.HasLiftingProperty.transfiniteComposition.SqStruct.map
- π
CategoryTheory.Limits.IsIndObject.map
- π
SemidirectProduct.map
- π
CategoryTheory.Sigma.map
- π
PFun.map
- π
CategoryTheory.BundledHom.map
- π
CategoryTheory.IsHomLiftAux.map
- π
CategoryTheory.Functor.IsCartesian.map
- π
CategoryTheory.Functor.IsStronglyCartesian.map
- π
CategoryTheory.Functor.IsCocartesian.map
- π
CategoryTheory.Functor.IsStronglyCocartesian.map
- π
CategoryTheory.Functorial.map
- π
CategoryTheory.Functor.OfSequence.map
- π
CategoryTheory.Subgroupoid.map
- π
CategoryTheory.Limits.DiagramOfCocones.map
- π
CategoryTheory.Limits.DiagramOfCones.map
- π
CategoryTheory.Limits.Multicofork.map
- π
CategoryTheory.Limits.MultispanIndex.map
- π
CategoryTheory.Square.IsPullback.map
- π
CategoryTheory.Square.IsPushout.map
- π
CategoryTheory.MorphismProperty.Over.map
- π
CategoryTheory.wideSubcategoryInclusion.map
- π
CategoryTheory.WithInitial.map
- π
CategoryTheory.WithTerminal.map
- π
Behrend.map
- π
SimpleGraph.map
- π
SimpleGraph.Embedding.map
- π
SimpleGraph.Iso.map
- π
Finpartition.map
- π
SimpleGraph.Walk.map
- π
SimpleGraph.Subgraph.map
- π
SimpleGraph.Connected.map
- π
SimpleGraph.ConnectedComponent.map
- π
SimpleGraph.Path.map
- π
SimpleGraph.Preconnected.map
- π
SimpleGraph.Reachable.map
- π
SimpleGraph.Walk.IsCycle.map
- π
SimpleGraph.IsClique.map
- π
SimpleGraph.IsNClique.map
- π
SimpleGraph.EdgeDisjointTriangles.map
- π
SimpleGraph.LocallyLinear.map
- π
Projectivization.map
- π
Combinatorics.Line.map
- π
SimpleGraph.Subgraph.Copy.map
- π
SimpleGraph.Walk.IsHamiltonian.map
- π
SimpleGraph.Walk.IsHamiltonianCycle.map
- π
SimpleGraph.Subgraph.IsMatching.map
- π
Language.map
- π
Partrec.map
- π
Nat.Partrec'.map
- π
Turing.ListBlank.map
- π
Turing.Tape.map
- π
Turing.TM0.Cfg.map
- π
Turing.TM0.Machine.map
- π
Turing.TM0.Stmt.map
- π
RegularExpression.map
- π
DiscreteQuotient.map
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OnePoint.map
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TypeVec.prod.map
- π
MvFunctor.map
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ContT.map
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Equiv.map
- π
Filter.Realizer.map
- π
Erased.map
- π
Semiquot.map
- π
Matroid.map
- π
Matroid.Indep.map
- π
Matroid.IsBase.map
- π
Matroid.IsBasis.map
- π
Ordnode.map
- π
Ordset.map
- π
PFunctor.map
- π
MvPFunctor.map
- π
MvQPF.Cofix.map
- π
MvQPF.Comp.map
- π
MvQPF.Const.map
- π
MvQPF.Fix.map
- π
MvQPF.Prj.map
- π
MvQPF.Quot1.map
- π
Hyperreal.IsSt.map
- π
Stream'.WSeq.map
- π
AlgebraicIndependent.map
- π
FirstOrder.Language.Substructure.map
- π
Submodule.LinearDisjoint.map
- π
Subalgebra.LinearDisjoint.map
- π
IntermediateField.LinearDisjoint.map
- π
SingularManifold.map
- π
AddMonoid.Coprod.map
- π
Monoid.Coprod.map
- π
FreeGroupBasis.map
- π
CoxeterSystem.map
- π
lowerCentralSeries.map
- π
upperCentralSeries.map
- π
Matrix.IsDiag.map
- π
MeasureTheory.VectorMeasure.map
- π
MeasureTheory.VectorMeasure.AbsolutelyContinuous.map
- π
MeasureTheory.FiniteMeasure.map
- π
MeasureTheory.ProbabilityMeasure.map
- π
MeasureTheory.IsTightMeasureSet.map
- π
FirstOrder.Language.Substructure.CG.map
- π
FirstOrder.Language.Substructure.FG.map
- π
MvPowerSeries.map
- π
PowerSeries.map
- π
Poly.map
- π
IsAdjoinRoot.map
- π
SlashAction.map
- π
RestrictedProduct.map
- π
CompleteSublattice.map
- π
ProbabilityTheory.Kernel.map
- π
ProbabilityTheory.Kernel.IsFiniteKernel.map
- π
ProbabilityTheory.Kernel.IsMarkovKernel.map
- π
ProbabilityTheory.Kernel.IsSFiniteKernel.map
- π
ProbabilityTheory.Kernel.IsZeroOrMarkovKernel.map
- π
PMF.map
- π
groupCohomology.map
- π
AdicCompletion.map
- π
AdicCompletion.AdicCauchySequence.map
- π
IsTopologicallyNilpotent.map
- π
MvPowerSeries.HasEval.map
- π
Perfection.map
- π
PerfectionMap.map
- π
PowerSeries.HasEval.map
- π
QuotSMulTop.map
- π
WittVector.map
- π
WittVector.IsPoly.map
- π
WittVector.IsPolyβ.map
- π
ZFSet.map
- π
PontryaginDual.map
- π
Topology.RelCWComplex.map
- π
Profinite.IndexFunctor.map
- π
AccPt.map
- π
Topology.WithLowerSet.map
- π
Topology.WithUpperSet.map
- π
Specialization.map
- π
Lean.Export.Alloc.map
About
Loogle searches Lean and Mathlib definitions and theorems.
You can use Loogle from within the Lean4 VSCode language extension
using (by default) Ctrl-K Ctrl-S. You can also try the
#loogle
command from LeanSearchClient,
the CLI version, the Loogle
VS Code extension, the lean.nvim
integration or the Zulip bot.
Usage
Loogle finds definitions and lemmas in various ways:
By constant:
πReal.sin
finds all lemmas whose statement somehow mentions the sine function.By lemma name substring:
π"differ"
finds all lemmas that have"differ"
somewhere in their lemma name.By subexpression:
π_ * (_ ^ _)
finds all lemmas whose statements somewhere include a product where the second argument is raised to some power.The pattern can also be non-linear, as in
πReal.sqrt ?a * Real.sqrt ?a
If the pattern has parameters, they are matched in any order. Both of these will find
List.map
:
π(?a -> ?b) -> List ?a -> List ?b
πList ?a -> (?a -> ?b) -> List ?b
By main conclusion:
π|- tsum _ = _ * tsum _
finds all lemmas where the conclusion (the subexpression to the right of allβ
andβ
) has the given shape.As before, if the pattern has parameters, they are matched against the hypotheses of the lemma in any order; for example,
π|- _ < _ β tsum _ < tsum _
will findtsum_lt_tsum
even though the hypothesisf i < g i
is not the last.
If you pass more than one such search filter, separated by commas
Loogle will return lemmas which match all of them. The
search
π Real.sin, "two", tsum, _ * _, _ ^ _, |- _ < _ β _
would find all lemmas which mention the constants Real.sin
and tsum
, have "two"
as a substring of the
lemma name, include a product and a power somewhere in the type,
and have a hypothesis of the form _ < _
(if
there were any such lemmas). Metavariables (?a
) are
assigned independently in each filter.
The #lucky
button will directly send you to the
documentation of the first hit.
Source code
You can find the source code for this service at https://github.com/nomeata/loogle. The https://loogle.lean-lang.org/ service is provided by the Lean FRO.
This is Loogle revision 19971e9
serving mathlib revision bce1d65