论文标题
部分可观测时空混沌系统的无模型预测
On Triangular Inequality of the Discounted Least Information Theory of Entropy (DLITE)
论文作者
论文摘要
折现最小信息熵理论（DLITE）是一种新的信息度量，可量化两个概率分布之间的熵差量。它表现出多种关键特性既是信息理论数量又是度量距离。在报告中，我们提供了Dlite Cube root（$ \ sqrt [3] {dl} $）的三角形不平等的证明，这是度量的重要属性，以及其他两个额外属性的证据。
The Discounted Least Information Theory of Entropy (DLITE) is a new information measure that quantifies the amount of entropic difference between two probability distributions. It manifests multiple critical properties both as an information-theoretic quantity and as metric distance. In the report, we provide a proof of the triangular inequality of DLITE's cube root ($\sqrt[3]{DL}$), an important property of a metric, along with alternative proofs for two additional properties.
