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ConZF

A proof of the consistency of ZF in axiom-free Lean

Details

External ID
1376449118
Source
GITHUB
Company
—
Product
ConZF
Website domain
github.com
Launched
Sept. 18, 2026
Cohort
—
Upvotes
17
Upvotes percentile
0.5446451447604407
Tags
—
Fetched at
Sept. 22, 2026, 5:02 p.m.
Updated at
Sept. 22, 2026, 5:02 p.m.

Enrichment

Theme
ML inference and model optimization
Vertical
Horizontal
Function
Dev tools
Audience
Developer
AI stance
Not AI
Project type
Hobby / open-source project
Normalized one-liner
formal proof of zf consistency in lean
Manually corrected
False

Could you build this?

No Formally proving the consistency of Zermelo-Fraenkel set theory in axiom-free Lean is an extraordinary theoretical logic undertaking (and fundamentally intersects with Gödel's Second Incompleteness Theorem) requiring deep expertise in mathematical logic and interactive theorem proving.

What it would actually take: Requires deep specialized knowledge in mathematical logic, model theory, and Lean 4 formalization. One must construct a formal model of ZF within the base type theory of Lean (Calculus of Inductive Constructions) and mechanize thousands of lines of rigorous proofs demonstrating that each ZF axiom holds within the constructed model.

Competitors

Other products that read as similar to this one — 1172 launches clear the similarity bar, closest 8 shown.

Attention rank: #483 of 1173 (itself plus its competitors, highest first — normalized so YC and Product Hunt are compared fairly).

Launched 324 days after the earliest competitor.

Other launches for this product

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