Core Semantics

Core Semantics is the language the theory must earn before it can answer.

This section records the structures, laws, grammars, and refusal boundaries that a coherent theory of reality must be able to carry, retype, refine, bridge, or explicitly challenge before its answers can be taken seriously.

This is not a promise to reproduce current semantics unchanged. Where established semantics works, the theory must carry it. Where established semantics breaks, the theory must retype, bridge, or replace it with reasons.

Why this is separate

Open problems test how the theory behaves where current knowledge does not yet close.

Core Semantics asks an earlier question: can the theory carry the language, structures, laws, grammars, and refusal boundaries those questions presuppose?

The two burdens belong together, but they are not the same. A theory cannot credibly answer open problems if it cannot first earn the language in which those problems are asked.

The current canonical v0.1 public projection contains 45 Core Semantics items (recovery and refusal items).

Core Semantic domains

• Mathematics — formal checkability, finite syntax, arithmetic, geometry, ZFC as object theory, bridge adequacy, and mathematical refusals.
• Physics — quantity types, dimensional algebra, unit bridges, constants, laws, regimes, and measurement.
• Life — boundary, metabolism, heredity, evolution, development, ecology, and the life–mind bridge.
• Metaphysics — being, identity, relation, causality, modality, time, truth, mind, language, value, and ultimate boundary.

Core Semantics vs problem solving

The Structural Challenge Ledger asks whether the theory can express, classify, constrain, answer, defer, reclassify, or reject external stress-test challenges with reasons.

Core Semantics asks whether the theory can carry the baseline language and structures those questions require: formal reasoning, measurement architecture, life-organization grammar, reflective meaning, and metaphysical intelligibility.

Core Semantics is not a promise to reproduce established semantics unchanged.

Canonical v0.1 items