Agentic Physics
Physics, checked by machine.
Describe the physics in words. Agentic Physics states it in Lean 4, proves it, and hands you the file the Lean kernel accepted.
theorem drop_distance (g t : ℝ) (x : ℝ → ℝ)
(hx : ∀ s, x s = g * s ^ 2 / 2) :
x t = 1 / 2 * g * t ^ 2 := by
rw [hx]; ringHow it works
The kernel has the last word.
- 01
Describe
Write the physics in your own words. Attach a paper or a photo of a derivation.
- 02
State
The agent writes the theorem in Lean 4. It checks the statement says what you meant before it starts.
- 03
Prove
It searches Physlib and Mathlib and writes the proof. When it needs a lemma, it proves that first, or asks you.
- 04
Checked
The Lean kernel decides. Nothing is called proved unless the kernel accepted it.
What you can do
Prove a result
Interactive, or fully on its own. You get the Lean file the kernel accepted.
Check a derivation
Paste the steps you wrote by hand. It says which line breaks. It never rewrites your work.
Work in Lean
A Lean editor in the browser. The kernel checks your file. The agent works beside you.
Agentic Physics is the first product of Vertok.
Vertok is building the trust layer for AI. AI answers turned into math, every step checked by machine.
vertok.aiBring a theorem.
Describe it in your own words. Get back the file the kernel accepted.