A philosophical and scientific framework proposing that what we call “
reality” is always described relative to a set of parameters (scale, domain, theoretical framework) and a reference frame (observer position, measurement context). There is no parameter‑free, frame‑free
reality accessible to us. This does not imply that
reality is arbitrary, but that its description is always situated. The theory reconciles perspectivism with realism: reality exists, but our access is always through a lens.
Example: “In
physics, the same event looks like a particle in
one reference frame and a wave in another. The theory of parameters and reference frames of
reality says this is not a paradox – it’s how
reality presents itself to situated observers.”
Theory of Parameters and Reference Frames of Proof
A logical and epistemological framework that argues “proof” is always relative to a
set of premises (parameters) and a set of inference rules (reference frame). A statement proven in
one logical system may not hold in another; a mathematical proof valid in ZFC set theory may
fail in constructive mathematics. This theory rejects absolute, universal proof, advocating instead for explicit specification of the proof system and its assumptions. It is a cornerstone of logical pluralism.
Example: “He claimed to have proven God’s existence, but the theory of parameters and reference frames of proof asks: which axioms? Which logic? Proof is always proof‑within‑a‑system.”
