Hypermath.lean`

Explanation legend

L4DEL explanations are a separate layer. They do not change the Lean source. Intuition is explanatory prose; numbered items are a reading path; sources link the wording back to evidence.

L4DEL: Lean4 Domain Explanation Language

1 declarations, 0 contain sorry, 0 axioms

Hypermath

This module gives Hypermath a first-class page in the unified Hyperfields explainer. The complete source-pinned description and review state live in the registry entry referenced below.

Imports (1)

Hyperfields.Registry

Imported by 1 file

Hyperfields/AllFields.lean

def Hyperfields.Fields.Hypermath.entry Hypermath explainer entry line 17 source
The canonical Hypermath record used by the unified portal.

This declaration exposes the checked ecosystem record for Hypermath on its own stable explainer page.
See also: Hyperfields.hypermath

standard axioms: propext what this means
Statement uses: Hyperfields.Entry
Proof uses: Hyperfields.hypermath
```
def entry : Hyperfields.Entry := Hyperfields.hypermath
…
```
Mentions: Hyperfields.Entry, Hyperfields.hypermath