A bstract In this article we define a new information theoretical quantity for any bipartite mixed state ρ AB . We call it the balanced partial entanglement (BPE). The BPE is entropy, which an integral of contour in subregion, that satisfies certain balance requirements. depends on purification hence not intrinsic. However, could be useful way to classify purifications. discuss entropy relation...

We propose a finite volume scheme for computing two-fluid flows in variable cross-section ducts. Our scheme satisfies a well-balanced property. It is based on the VFRoe approach. The VFRoe variables are the Riemann invariants of the stationnary wave and the cross-section. In order to avoid spurious pressure oscillations, the well-balanced approach is coupled with an ALE (Arbitrary Lagrangian Eu...

Quantified balanced and restored crustal cross-sections across the NW Zagros Mountains are presented in this work integrating geological and geophysical local and global datasets. The balanced crustal cross-section reproduces the surficial folding and thrusting of the thick cover succession, including the near top of the Sarvak Formation (∼ 90 Ma) that forms the top of the restored crustal cros...

The balanced partial entanglement (BPE) was observed to give the reflected entropy and wedge cross-section (EWCS) for various mixed states in different theories [1,2]. It can be calculated purifications, is conjectured independent from purifications. In this paper we calculate BPE EWCS generic covariant scenarios two-dimensional CFTs with without gravitational anomalies, find that they coincide...

Introduction Different types of data are generally available for empirical analysis, namely, time series, cross section, and panel. A data set containing observations on a single phenomenon observed over multiple time periods is called time series (e.g., GDP for several quarters or years). In time series data, both the values and the ordering of the data points have meaning. In cross-section da...

An overview is given of finite volume central schemes for the numerical solution of systems of conservation and balance laws. Well balanced central schemes on staggered grid for the Saint-Venant model or river flow are considered. A scheme which is well balanced for channels with variable cross section is introduced. Finally, a scheme which preserves non static equilibria is introduced, and som...