Project-declaredLean 4.32.0-rc1
Rel Mfld Ample localize
RelMfld.Ample.localize
Plain-language statement
Ampleness survives localization
topologydifferential geometryhomotopy
Source project: Sphere eversion
Person-level attribution pending.
Source-pinned research
Search theorem names, mathematical ideas, modules, topics, projects, and role-labelled researchers. Open a result for its complete indexed Lean declaration and source record.
This index contains 2 research declarations. Search 10,000 more complete Mathlib declarations.
2 results
Clear filtersRelMfld.Ample.localize
Plain-language statement
Ampleness survives localization
Source project: Sphere eversion
Person-level attribution pending.
RelMfld.SatisfiesHPrincipleWith.bs
Plain-language statement
If a relation satisfies the parametric relative C⁰-dense h-principle wrt some data then we can forget the homotopy and get a family of solutions from every family of formal solutions.
Source project: Sphere eversion
Person-level attribution pending.