This paper introduces a novel Fault Detection and Diagnosis method based on the wavelet
transform to detect defects on the tower of a wind turbine. 24 Macro-Fiber Composite …

This paper reviews the state of the art of non-stationary subdivision schemes, which are
iterative procedures for generating smooth objects from discrete data, by repeated level …

In this paper, we study scalar multivariate non-stationary subdivision schemes with integer
dilation matrix M and present a unifying, general approach for checking their convergence …

Abstract Iterated Function Systems (IFSs) have been at the heart of fractal geometry almost
from its origin, and several generalizations for the notion of IFS have been suggested …

An extension of the Banach fixed-point theorem for a sequence of maps on a complete
metric space (X, d) has been presented in a previous paper. It has been shown that …

We study many properties of level-dependent Hermite subdivision, focusing on schemes
preserving polynomial and exponential data. We specifically consider interpolatory …

Seasonal freezing and thawing of the active layer in permafrost can significantly alter the
seismic response of the free field. In this study, a specific laminar shear model box with a soil …

This paper proposes a pattern recognition approach for a Fault Detection and Diagnosis
(FDD) system based on the wavelet and the fast Fourier transform. Both techniques are …

Subdivision schemes are equipped with some rules that take a polygon as an input and
produce smooth curves or surfaces as an output. This presents the issue of how accurately …

Convergence and normal continuity analysis of a bivariate nonstationary (level-dependent)
subdivision scheme for 2-manifold meshes with arbitrary topology is still an open issue …