The crossing-point forecast is defined by the intersection between a (conditional) and climate (unconditional) cumulative probability distribution function. It interpreted as prob...

We show that any set of n points in general position the plane determines 1 ? o ( ) pairwise crossing segments. The best previously known lower bound, ? , was proved more than 25 years ago by Aronov, Erd?s, Goddard, Kleitman, Klugerman, Pach, and Schulman. Our proof is fully constructive, extends to dense geometric graphs.

The temperature dependence of capacitance–voltage (C–V) and the conductance–voltage (G/w–V) characteristics of (Ni/Au)/Al0.3Ga0.7N/AlN/GaN heterostructures were investigated by considering the effect of series resistance (Rs) and interface states Nss in a wide temperature range (79–395 K). Our experimental results show that both Rs and Nss were found to be strongly functional with temperature a...

This paper is concerned with the first crossing of an order statistic point process through general moving boundaries. Our purpose is to determine exact boundary crossing probabilities in both one and two boundary cases. Simple recursive methods are obtained that exploit an underlying algebraic structure of polynomial type. This structure is a direct consequence of the order statistic property....

Parallel programming is elusive. The relative performance of di erent parallel implementations varies with machine architecture, system and problem size. How to compare di erent implementations over a wide range of machine architectures and problem sizes has never been well addressed due to its di culty. Scalability has been proposed in recent years to reveal scaling properties of parallel algo...

The ability to obtain laser based quantitative temperature measurements is particularly important in high pressure environments. In this study, quantitative temperature measurements using Laser Induced Thermal Grating Spectroscopy (LITGS) were employed for a toluene vapor/air jet varying the toluene concentration and pump laser power. In LITGS, the gas temperature at the crossing point of two p...

In this paper we present a new method for Boolean operations (intersection, union and difference) of triangulated solids, and its applications in three-dimensional (3D) computerized geological modelling (3DGM). This method is adapted to arbitrary (convex or concave), close geological solids. Three major steps are included in this method: (1) Calculate intersection points between triangles. Our ...

We demonstrate a unique approach to test the signature of nodal-line physics by thermodynamic methods. By measuring magnetic susceptibility in ZrSiS we found an intriguing temperature-driven crossover from dia- paramagnetic behavior. show that anomalous behavior represents real underlying through means chemical pressure (isovalent substitution Zr for Hf), quantum oscillations, and theoretical m...