Open Theorems — Expert Proof Verification

Every Great Theorem Begins With a Question.

Tired of your theories not proving true? Tired of every math genius saying you’re an idiot? Welcome to Kade’s Law, a place were you can submit your theories to me and I will find some way to make sure your math proves true!

The Process

01

Submit

Present your theory with a full proof, abstract, and supporting notation. LaTeX and formal mathematical language accepted.

02

Review

Your submission enters a rigorous examination process. Every axiom, lemma, and logical step is scrutinised with precision.

03

Verdict

Receive a definitive expert verdict — proven correct, disproven with counterexample, or flagged for further development.

Recent Submissions

Differential GeometryUnder Review

On the Convergence of Infinite Series in Non-Euclidean Spaces

A proposed extension of Cauchy's convergence criterion to hyperbolic manifolds, with applications to differential geometry.

Number TheoryProven

A New Bound for the Distribution of Prime Gaps

This paper proposes a tighter asymptotic bound for consecutive prime gaps, building on the work of Zhang and Maynard.

TopologyPending

Topological Invariants in Quantum Knot Theory

An exploration of novel topological invariants arising from quantum group representations applied to knot polynomials.

“Mathematics is the language in which God has written the universe.”

— Galileo Galilei

Your theorem deserves a verdict.

Join the mathematicians who have submitted their work to Open Theorems for rigorous, expert-led proof verification.

Open Theorems

Tired of your theories not proving true? Tired of every math genius saying you’re an idiot? Welcome to Kade’s Law, a place were you can submit your theories to me and I will find some way to make sure your math proves true!

∑ Where theorems meet their proof

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∀ x ∈ ℝ, the truth is provable