Logic Force Theory: The Next Phase of Physics

Logical Filtering Theory: Mathematical Foundations and Empirical Indications Abstract: Logical Filtering Theory (LFT) advances the notion that logical constraints—enforced by a Universal Logic Field (ULF)—shape quantum measurement outcomes and reduce apparent randomness. Building on quantum mechanical fundamentals and Shannon Information theory, LFT introduces a deterministic, logic-based “filtering” mechanism. This document presents the core mathematical derivations underlying LFT, discusses how these constraints modify quantum probability, and summarizes preliminary test results that reveal structured deviations from the Born rule. Taken together, these points delineate a promising new direction for fundamental physics and quantum technologies. 1. Introduction Physical theories from Newtonian mechanics to quantum mechanics have progressively moved toward deeper abstractions, revealing layers of reality often at odds with everyday intuition [1] . Qua...

Introduction The history of physics is a story of deepening abstractions. From Newton's mechanics of material bodies to Maxwell's invisible fields, from Einstein's malleable spacetime to quantum probability waves, each advance has revealed a deeper layer of reality—one that often seems removed from everyday intuition. Today, we stand at the threshold of another revolution: Logical Mechanics. This framework posits that logical constraints are not merely abstract rules but act as physical forces that shape reality itself. By introducing the Universal Logic Field (ULF), which enforces the three Fundamental Laws of Logic (the 3FLL) on Shannon Information (S), Logical Mechanics presents a deterministic, unified view of physics encapsulated by the guiding equation:    PR = L(S) Here, Physical Reality (PR) emerges from logical operations (L) acting on information states (S). Link to Logic Force Theory Working Files I. The Path to Logical Mechanics Historical Context and the Emerge...