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OCME · Bilingual mathematics & derivations

Entry Path to Formalized Mathematics

On this page
  1. Set membership
  2. Function mapping
  3. Tends-to relation
  4. Pythagorean theorem

Move from set and function semantics into precise Lean and Mathlib statements and content-addressed evidence objects.

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This is a suggested learning sequence, not a universal logical dependency or a formal proof.

  1. Stage 1 · required

    Set membership

    Align membership with the formal semantics of Set as a predicate.

  2. Stage 2 · required

    Function mapping

    Align total-function types with the existence of a unique output.

  3. Stage 3 · required

    Tends-to relation

    Understand the formal filter core of Filter.Tendsto.

  4. Stage 4 · optional

    Pythagorean theorem

    Inspect the formal bridge from encyclopedia semantics to vector and side-length models.

Path source & status

path-formalized-mathematics-entry · reviewed

Original paths JSON