Articles
Accessible introductions and explorations of Logic Realism Theory
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The Empirical Pillar: Nature's Stubborn Refusal to Contradict Herself
The single most structurally decisive feature of LRT: a century of physics without a contradictory measurement record. Everything else in the theory—the $I_\infty$/$A_\Omega$ distinction, the Born rule derivation, Hilbert space selection—is downstream of this one unrelenting empirical fact.
Read Article →Dissolving the EPR Paradox: LRT's Resolution
How LRT resolves the Einstein-Podolsky-Rosen paradox by relocating the tension between possibility space ($I_\infty$) and actualized reality ($A_\Omega$), without hidden variables or non-local influence.
Read Article →LRT and the Future of Quantum Interpretations
How LRT synthesizes the best features of Copenhagen, Many-Worlds, Bohmian mechanics, and QBism while resolving their core tensions through logical constraint.
Read Article →From Logic to Physics: The L₃ Journey
Why the three classical logical laws constrain physical reality: an accessible introduction to the core thesis of Logic Realism Theory.
Read Article →The Instantiation Barrier Explained
Why some configurations exist only in thought while others can exist in reality: the $I_\infty$/$A_\Omega$ distinction at the heart of LRT.
Read Article →Why Distinguishability Requires Quantum Mechanics
How the requirement that physical outcomes be genuinely distinguishable leads inevitably to Hilbert space, the Born rule, and quantum structure.
Read Article →The Born Rule Is Not Optional
Why the quantum probability rule follows from the logic of distinguishable outcomes: Gleason's theorem as an $L_3$ constraint.
Read Article →Common Objections to Logic Realism
Addressing the most frequent critiques (from "logic is just convention" to "it's not falsifiable") and why each rests on misunderstandings.
Read Article →Extension Hypotheses
The Information Circulation Hypothesis
A speculative extension: black holes as de-actualization mechanisms returning information to $I_\infty$, avoiding heat death through logical cycling.
Read Article →Go Deeper
For the full technical treatment, see our Papers. For concept-by-concept breakdowns, explore Topics.
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