Import context: Analysis/Convex/HessianRegularity
DefinitionKLSModular_FunctionalInequalities_Analysis_Convex_HessianRegularityThis bundle retains the import context of the source module FunctionalInequalities.Analysis.Convex.HessianRegularity in the modular KLS dependency graph. It adds no new mathematical declarations. Substantive statements and proofs are represented by separate theorem nodes.
Its direct project prerequisite modules are FunctionalInequalities.Analysis.Convex.HessianIncrement, FunctionalInequalities.Analysis.WeakDerivative.Basic, FunctionalInequalities.Analysis.WeakDerivative.Mollification, FunctionalInequalities.Analysis.WeakDerivative.Approximation, and FunctionalInequalities.Analysis.Matrix.Positivity.
Original module imports
import FunctionalInequalities.Analysis.Convex.HessianIncrement
import FunctionalInequalities.Analysis.WeakDerivative.Basic
import FunctionalInequalities.Analysis.WeakDerivative.Mollification
import FunctionalInequalities.Analysis.WeakDerivative.Approximation
import FunctionalInequalities.Analysis.Matrix.Positivity
Module navigation
Direct project imports: Analysis/Convex/HessianIncrement, Analysis/WeakDerivative/Basic, Analysis/WeakDerivative/Mollification, Analysis/WeakDerivative/Approximation, Analysis/Matrix/Positivity.
Theorems in source order:
Project result: The KLS conjecture.
Original module · FunctionalInequalities.Analysis.Convex.HessianRegularity · Frozen source 408915f.
import Definitions.Def_KLSModular_FunctionalInequalities_Analysis_Convex_HessianIncrement import Definitions.Def_KLSModular_FunctionalInequalities_Analysis_WeakDerivative_Basic import Definitions.Def_KLSModular_FunctionalInequalities_Analysis_WeakDerivative_Mollification import Definitions.Def_KLSModular_FunctionalInequalities_Analysis_WeakDerivative_Approximation import Definitions.Def_KLSModular_FunctionalInequalities_Analysis_Matrix_Positivity