Download lean/Routing.lean from Snapkitty/hyperkitty-constraint-dsl: direct link, hf CLI and curl.
- Browser
- Download file 3.31 kB
-
https://huggingface.co/Snapkitty/hyperkitty-constraint-dsl/resolve/main/lean/Routing.lean
- Command line
-
hf download hf://Snapkitty/hyperkitty-constraint-dsl/lean/Routing.lean
-
curl -L -o Routing.lean https://huggingface.co/Snapkitty/hyperkitty-constraint-dsl/resolve/main/lean/Routing.lean
3.31 kB
| import HyperKitty.QLG | |
| import HyperKitty.QRA | |
| import HyperKitty.SLA | |
| import HyperKitty.TripartiteIsomorphism | |
| /-! # Routing Pipeline Formalization | |
| This module formalizes the 11-stage routing pipeline. | |
| -/ | |
| -- Stage 1: RegexParser - Tokenization | |
| structure RegexParser : Type where | |
| parse : String β Option (List String) | |
| -- Stage 2: ASTBuilder - Construct typed AST | |
| inductive ASTNode : Type where | |
| | Structural : String β ASTNode | |
| | Payload : String β ASTNode | |
| structure AST : Type where | |
| nodes : List ASTNode | |
| structure ASTBuilder : Type where | |
| build : List String β Option AST | |
| -- Stage 3: SymbolicGraph - Weighted adjacency matrix | |
| def WeightedGraph := List (List Float) | |
| structure SymbolicGraph : Type where | |
| fromAST : AST β Option WeightedGraph | |
| -- Stage 4: JordanTransformer - Spectral analysis | |
| structure SpectralResults : Type where | |
| radius : Float | |
| features : List Float | |
| structure JordanTransformer : Type where | |
| transform : WeightedGraph β Option SpectralResults | |
| -- Stage 5: JacobianLens - Sensitivity analysis | |
| structure Sensitivity : Type where | |
| deadPaths : List Nat | |
| condition : Float | |
| structure JacobianLens : Type where | |
| analyze : SpectralResults β Option Sensitivity | |
| -- Stage 6: ConstraintEval - Validity predicates | |
| structure ConstraintEval : Type where | |
| evaluate : AST β Bool | |
| -- Stage 7: SparseActivation - Candidate experts | |
| type ExpertId := Nat | |
| structure SparseActivation : Type where | |
| activate : AST β List ExpertId | |
| -- Stage 8: RoutingNodes - Convert to routing nodes | |
| structure RoutingNode : Type where | |
| expert : ExpertId | |
| weight : Float | |
| structure RoutingNodes : Type where | |
| convert : List ExpertId β List RoutingNode | |
| -- Stage 9: NANDFilter - Remove incompatible routes | |
| structure NANDFilter : Type where | |
| filter : List RoutingNode β List RoutingNode | |
| -- Stage 10: AgentDispatch - Execute experts | |
| structure AgentDispatch : Type where | |
| dispatch : List RoutingNode β Option (List (ExpertId Γ String)) | |
| -- Stage 11: MergeOutput - Recombine output | |
| structure MergeOutput : Type where | |
| merge : List String β String | |
| -- Full pipeline | |
| structure RoutingPipeline : Type where | |
| parser : RegexParser | |
| astBuilder : ASTBuilder | |
| graph : SymbolicGraph | |
| jordan : JordanTransformer | |
| jacobian : JacobianLens | |
| constraints : ConstraintEval | |
| activation : SparseActivation | |
| nodes : RoutingNodes | |
| nandFilter : NANDFilter | |
| dispatch : AgentDispatch | |
| merge : MergeOutput | |
| -- Pipeline execution | |
| def route (pipeline : RoutingPipeline) (input : String) : Option String := | |
| let tokens := pipeline.parser.parse input else none; | |
| let ast := pipeline.astBuilder.build tokens else none; | |
| let graph := pipeline.graph.fromAST ast else none; | |
| let spectral := pipeline.jordan.transform graph else none; | |
| let sensitivity := pipeline.jacobian.analyze spectral else none; | |
| let _valid := pipeline.constraints.evaluate ast; | |
| let experts := pipeline.activation.activate ast; | |
| let nodes := pipeline.nodes.convert experts; | |
| let filtered := pipeline.nandFilter.filter nodes; | |
| let results := pipeline.dispatch.dispatch filtered else none; | |
| let output := pipeline.merge.merge results; | |
| some output | |
| -- Determinism property | |
| theorem pipeline_deterministic (pipeline : RoutingPipeline) (input : String) : | |
| route pipeline input = route pipeline input := by | |
| rfl | |