Temporal concept of Entropy
Entropy Let's break down my model's definition of entropy step by step, examining each component and how they contribute to the overall concept of entropy in a temporal physics framework. Basic Flow Difference: |vi - vj| This is the fundamental unit of this entropy model. It represents the absolute difference between flow values of two particles or points in the system. This difference is crucial as it captures the asymmetries or inhomogeneities in the system, which are at the core of my entropy concept. Spatial Interaction Entropy: Espatial = Σ(i,j) |vi - vj| · [1 / (|pi - pj| + ε)] This term combines the flow difference with spatial relationships. Here's how it works: |vi - vj| measures the flow difference 1 / (|pi - pj| + ε) is the interaction strength, decreasing with distance ε prevents division by zero for very close particles This term is higher when there are large flow differences between nearby particles, indicating higher spatial entropy or disorder. Temporal In...