ABDUL'S Physics Law - Foundations of Discrete Transformation Physics

This paper introduces ABDUL'S Physics Laws — six new fundamental equations that extend classical physics into the domain of discrete-state transformations. Each law is derived from first principles and maps to a classical parent: Law-1 extends Einstein's E=mc² to include information energy, Law-2 establishes a Heisenberg-like uncertainty principle for discrete systems, Law-3 defines a Carnot efficiency bound for representation changes, Law-4 provides a universal substrate equivalence principle, Law-5 extends Ohm's and Kirchhoff's laws to information flow, and Law-6 establishes the minimum entropy rate of irreversible transformation (the "Arrow of Transformation"). All six laws satisfy the correspondence principle — they reduce to their classical analogues in the continuous limit. The paper includes formal derivations, testable experimental predictions performable in university labs, and a complete summary framework. These laws are released for public educational use under CC-BY 4.0.