A geometric way to find the measures of uncertainty from statistical divergences for discrete and finite probability distributions
arXiv:2106.14874
Abstract
Exploiting the geometric nature of statistical divergences, we devise a way to define associated induced uncertainty measures for discrete and finite probability distributions. We also report new uncertainty measures and discuss their properties. Further, we apply a similar technique to measure the uncertainty in the preparation of a quantum state.
7 pages, 3 figures, comments are welcome