OAI/GroupTheory/PolycyclicRecognition/Geometry/CartanPolarConeModels.lean
4 declarations, 0 contain sorry, 0 declared as axioms
Published inputs for the finite polar-cone models
This record only groups the already stated nilpotent existence, integration and exponential Haar inputs. It contains no metric or profile conclusion. It is instantiated separately for each ray or two-ray cone used below.
- structure
OAI.PolycyclicRecognition.CartanWordModel.PolarConeModelInputsline 29Source documentation
The six published inputs actually used to realize a specified cone. Lee's nilpotent existence/integration and Le Donne's exponential Haar statements retain their original Lean propositions.
structure PolarConeModelInputs : Prop where …
- def
OAI.PolycyclicRecognition.CartanWordModel.PolarConeModelInputs.modelline 51Source documentation
Choose only the concrete measured cone required by the application.
def PolarConeModelInputs.model : M.MeasuredCone F C := …
- theorem
OAI.PolycyclicRecognition.CartanWordModel.PolarConeModelInputs.model_haarQline 56 - theorem
OAI.PolycyclicRecognition.CartanWordModel.PolarConeModelInputs.model_haarIline 62