Aleph (ℵ) & Tav (ת) — The Physics of Information: A Universal Constant and an Integer Outcome

This paper shows that information isn’t just a description of physical systems—it behaves like a measurable law. We introduce two device-agnostic, field-free invariants that any lab can test: Aleph (ℵ), a universal ratio between how much information yo...

وصف كامل

محفوظ في:

التفاصيل البيبلوغرافية
المؤلف الرئيسي:	Keaton Williams (22195216) (author)
منشور في:	2025
الموضوعات:	Coding, information theory and compression Calculus of variations, mathematical aspects of systems theory and control theory Algebraic structures in mathematical physics Mathematical aspects of classical mechanics, quantum mechanics and quantum information theory Mathematical physics not elsewhere classified Algebraic and differential geometry Topology Condensed matter modelling and density functional theory information physics Universal Constants in Physics integer holonomy topological invariants topological analysis showed field-free measurement reproducible protocols Aleph constant Tav Holonomy Metrology closed-loop control solutions holonomy quantization Information Geometry topology & geometry quantization budget balanced driver index (BDI) integer snapping control parameter space zero-field standard information theoretic quantities Information Theoretic ApproximationAccurate computation information theoretic learning (ITL)
الوسوم:	إضافة وسم لا توجد وسوم, كن أول من يضع وسما على هذه التسجيلة!

<b>Aleph</b><b> </b><b>(</b><b>ℵ</b><b>)</b><b> </b><b>& </b><b>Tav</b><b> </b><b>(</b><b>ת</b><b>)</b><b> </b><b>—</b><b> </b><b>The Physics of Information: </b>A Universal Constant and an Integer Outcome

مواد مشابهة