ProofPress™ publishes one thing: systematic, lossless reductions of existing, human-peer-reviewed empirical science into machine-verified formal logic. It does not publish new experimental results or asserted hypotheses. A result the source did not state is published only when it follows from a complete reduction of peer-reviewed sources, with 0 sorry, 0 custom axioms and 0 free parameters; see Review Process.

The Reduction, Precisely

A ProofPress™ article takes a result that has already passed peer review in a primary journal — a measured constant, a proven theorem, a confirmed physical relationship — and expresses that same result inside the substrate-neutral PNBA™ coordinate system, then verifies the resulting logical structure by machine compilation.

The governing equation is fixed across every domain the journal covers:

d/dt(IM · Pv) = ΣX λX · OX · S + Fext

Every submission maps its subject onto the four substrate-neutral primitives of PNBA™:

AxisNameRole
PPatternStructural capacity — what the system can hold
NNarrativeContinuity and depth — the system's worldline
BBehaviorCoupling output — what the system does to its environment
AAdaptationFeedback rate — how the system responds to change

The torsion ratio τ = B/P determines phase state against the Torsion Limit™, TL™ = Ω₀/10 = 0.136899099984016 — a derived constant, proved from three independent physical systems, not a free parameter chosen to fit any single domain.

Scope: What Falls Inside

Scope: What Falls Outside

What a reduction is not: ProofPress™ does not ask whether the original peer-reviewed result is correct — that question was already settled by the venue that published it. A reduction asks only whether the result can be expressed losslessly, without addition or omission, inside the PNBA™ coordinate system, and whether that expression compiles with zero unproved obligations (0 sorry).