
This publication presents the Quantum Entropic Time Weave Theory (QETW), an original mathematical framework that defines time as a multi-layered tensor manifold structured by entropic information flow and topological weaving. Integrating concepts from quantum gravity, information theory, and algebraic topology, QETW provides both a novel mathematical formalism and testable predictions for the emergence and measurement of time in physical systems. The publication includes detailed mathematical foundations, original equations, and potential implications for quantum information and fundamental physics. Bu kayıt, zaman entropik bilgi analizi ve topolojik örgüyle yapılan çok kapsamlı bir tensör manifoldu olarak özgün bir kuramsal çerçeveli olan Kuantum Entropik Zaman Örgüsü Kuramı'nı (QETW) sunmaktadır. Kuram, kuantum kütleçekimi, bilgi kuramı ve cebirsel topolojinin kavramlarını bütünleştirerek fiziksel sistemlerdeki ortaya çıkış ve görünümlere yönelik yeni bir gösterim formalizm ve test edilebilir öngörüler sağlar. Yayında orijinal arızanın temelleri, yeni denklemler ve kuramın kuantum bilgileri ile temel fiziğe ilişkin potansiyel sonuçlar ayrıntılı olarak sunulmuştur.
Quantum Gravity, Quantum Field Theory, Quantum Computation, Topological Quantum Field Theory, Quantum Information Theory, Holographic Principle, AdS/CFT Correspondence, Quantum Topology, Quantum Foundations, Topological Order, Quantum Temporal Dynamics, Entropic Time, Quantum Complexity, QETW, FOS: Mathematics, Tensor Networks, Quantum Cosmology, Mathematical Physics, Variational Principles, Information Geometry, Emergent Spacetime, Quantum Measurement, Noncommutative Geometry, Algebraic Topology, Quantum Simulation, Quantum Temporal Networks, Quantum Entanglement
Quantum Gravity, Quantum Field Theory, Quantum Computation, Topological Quantum Field Theory, Quantum Information Theory, Holographic Principle, AdS/CFT Correspondence, Quantum Topology, Quantum Foundations, Topological Order, Quantum Temporal Dynamics, Entropic Time, Quantum Complexity, QETW, FOS: Mathematics, Tensor Networks, Quantum Cosmology, Mathematical Physics, Variational Principles, Information Geometry, Emergent Spacetime, Quantum Measurement, Noncommutative Geometry, Algebraic Topology, Quantum Simulation, Quantum Temporal Networks, Quantum Entanglement
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