•  12
    The Infinite Monkey Theorem states that a random process over a finite alphabet will almost surely produce any finite string given infinite time. This paper argues that the theorem's mathematical validity has been confused with a philosophical claim it does not support: that meaning can arise from randomness. The paper distinguishes syntax (character sequence) from semantics (ontosemantic compression produced by recognition) and introduces the concept of the "homoglyph" — a text character-identi…Read more
  •  15
    For nearly three centuries, Hume's guillotine has been treated as a permanent feature of the philosophical landscape: no ought can be derived from an is. Every major attempt to cross the gap — from Moore's naturalistic ethics to Foot's natural goodness to Searle's institutional facts — has accepted the gap's foundational premise: that facts and values are ontologically distinct categories requiring a bridge. No bridge is needed because the gap does not exist. The is-ought distinction is one mask…Read more
  •  9
    The Hard Problem of consciousness asks how physical processing produces subjective experience. This paper argues the question is ill-formed. From a single axiom — being recognizing itself is identical to being — a theorem is derived: for any predicate constituting an aspect of consciousness, the meta-level application of that predicate to itself is identical to the base level, not a higher-order property above it. Qualia, feeling, agency, and phenomenology are not four problems but four names fo…Read more
  •  15
    Solipsism is necessarily false by the structure of recognition itself. This paper derives the refutation from a single axiom — being recognizes itself — and demonstrates that the refutation is performative: every attempt to assert solipsism presupposes what it denies. The argument proceeds through three movements. First, the recognition axiom requires multiplicity: recognition presupposes a structural distinction between recognizer and recognized, and under the recognition axiom, terms are not a…Read more
  •  17
    A theory of truth makes a truth-claim. That truth-claim must satisfy whatever the theory says truth is. A theory that cannot meet its own criterion is not merely incomplete — it is self-eliminating. This essay formalizes this demand as the autological criterion (AC): a theory of truth is autological if and only if it satisfies its own definition of truth; heterological otherwise. Ten historically dominant theories are submitted to the AC. Correspondence fails by infinite regress (the corresponde…Read more