High-range resolution inverse synthetic aperture radar (ISAR) imaging is a promising tool for non-cooperative target identification and has attracted wide interest within the scientific and military communities. Most of the existing ISAR algorithms are based on the Fourier transform. However, for long coherent integration time or for fast maneuvering targets, simple Fourier processing without c...

The global total-$f$ gyrokinetic particle-in-cell code XGC, used to study transport in magnetic fusion plasmas, implements a continuum grid perform the dissipative operations, such as plasma collisions. To transfer distribution function between marker particles and rectangular velocity-space grid, XGC employs bilinear mapping. conservation of particle density momentum is accurate enough this op...

The Pseudo Fisher Linear Discriminant (PFLD) based on a pseudo-inverse technique shows a peaking behaviour of the generalization error for training sample sizes that are about the feature size: with an increase in the training sample size the generalization error at first decreases reaching the minimum, then increases reaching the maximum at the point where the training sample size is equal to ...

We show how to onstru t pseudo-random permutations that satisfy a ertain y le restri tion, for example that the permutation be y li ( onsisting of one y le ontaining all the elements) or an involution (a self-inverse permutation) with no xed points. The onstru tion an be based on any (unrestri ted) pseudo-random permutation. The resulting permutations are de ned su in tly and their evaluation a...

Abstract A new, analytical approach using the cumulant method is proposed for three-phase probabilistic power-flow (PPF) analysis. The to forming sensitivity matrix based on quantifying pseudo-inverse instead of inverse jacobian matrix, since it commonly singular in a distribution power network. results are compared with those obtained point-estimate (PEM) and Monte Carlo (MC) method, which use...

In this paper, an iterative scheme is proposed to find the roots of a nonlinear equation. It is shown that this iterative method has fourth order convergence in the neighborhood of the root. Based on this iterative scheme, we propose the main contribution of this paper as a new high-order computational algorithm for finding an approximate inverse of a square matrix. The analytical discussions s...

In this paper, we propose an explicit viscosity approximation method for finding a common element of the set of fixed points of strict pseudo-contractions and of the set of solutions of variational inequalities with inverse-strongly monotone mappings. Strong convergence theorems are established in the framework of Hilbert spaces. 2000 Mathematics Subject Classification: 47H05, 47H09, 47J25