Sentence examples for arbitrary resolution from inspiring English sources

An arbitrary resolution has been used.

Furthermore, the computation is performed at an arbitrary resolution by locally refining the input surface and by applying differential calculus to the meshless approximation.

This polyhedron defines 30 "base patches," each being a four-sided region that can be subdivided to an arbitrarily fine grid on the surface of the globe to accommodate input data of arbitrary resolution, from global (BlueMarble) to local (tripod LiDAR), all in the same visualization.

This chapter examines the case where the choice of the design parameters leads to orthogonal and complete wavelets with arbitrary resolution factor 0 < a < 1. Single-step continuous-time frequency warping requires an a-homogeneous self-similar warping map and is otherwise a trivial generalization of the wavelet transform, obtained by global unitary equivalence.

In this work, we demonstrate the feasibility of efficient delineation and visualization of complicated realistic multi-phase diagrams and related in situ physical properties of rocks by using discontinuous second generation wavelets, allowing a representation of both isotropic and anisotropic properties with arbitrary resolution.

The fact is that, in addition to the 1D time convolution model for each focal point, scanning at an arbitrary resolution rate yields overlap of successive blocks, which naturally characterizes a volumetric convolution between the object (reflectivity tensor), and the space-varying tensor defined by the beam pattern for different focal points.

GCHP is the next generation of GEOS-Chem, with the ability to perform global simulations at arbitrary resolutions using any number of CPUs.

However, the aggregator may reconstruct arbitrary resolutions r −≤r from the data.

For example, the 3D models of built environments with high visual quality can be automatically derived even from single facade images of arbitrary resolutions (Müller et al. 2007).

In the absence of true signal, this restriction can artificially confer very high posterior probabilities on arbitrary resolutions.

We introduce the notion of resolution-exact algorithms in motion planning: such an algorithm has an "accuracy" constant K>1, and takes an arbitrary input "resolution" parameter ε>0 such that: if there is a path with clearance Kε, it will output a path with clearance ε/K; if there are no paths with clearance ε/K, it reports "NO PATH".