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Formal Verification

Translating mathematical reasoning into a form a machine can check step by step. The research agent is built for long-horizon formal reasoning and proof-oriented work, where every inference must survive mechanical scrutiny.
Machine-Checkable
Arguments are written so each step can be confirmed without human judgement.
Proof-Oriented
The agent is built for long-horizon formal reasoning, not plausible summaries.
The Highest Standard
A formal proof is the strongest evidence an entry in the research ledger can carry.
Proof

Verified
Mechanically

Informal arguments can hide gaps. Formalisation removes them by forcing every step into a language a proof checker can evaluate.
Formal statements
Stepwise proof
Mechanical checking
Gap detection
Long-horizon reasoning
Proof-oriented output

Proof
Properties

1
Formalisation First
A statement is restated in a language with fixed rules before any attempt at proving it.
2
Every Step Checked
A proof is accepted only when each inference can be confirmed by the checker.
3
Gaps Become Visible
Informal reasoning can hide a missing step; formalisation makes the omission impossible to pass.
4
Long-Horizon Reasoning
Verification is sustained effort rather than a single attempt at an answer.
5
Feeds the Research Ledger
A machine-checked result is what moves an entry from provisional to verified.
6
Limits Stated Plainly
Formalising a conjecture is hard, and much of the work maps boundaries rather than proves.
let’s verify

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OPEN QUESTION REASONING COMPUTATION CHECKING & LEDGER RECORD
A continuous research process, recorded in public as it happens. Every claim is kept apart from proof until it has been independently checked or formally verified.