The paper discusses a wavelet network for the ECG data compression and proposes the method for choosing its wavelet neuron.

Adopting the scaling functions of Daubechies wavelet as interpolation functions of element, a wavelet element used to analyze the deformation and proper vibration of beam on elastic foundations was constructed.

Non-tensor multivariate wavelets was wildly used in pattern recognition and texture analysis and edge detection.

Theory and application of wavelet finite element method for thin plate;

A method of solving plane problems based on B-Spline wavelet finite element;

The wavelet finite element stiffness matrix of crack is constructed and the algorithm for crack fault diagnosis based on wavelet finite elements is proposed, which overcomes the deterioration in the performance of classical finite element method caused by the crack top singularity.

The principle of wavelet differential control is to alter the trajectory of actuating head of bimodal USM to obtain micro-nanometer displacement and to change the triggering frequency of wavelet actuating wave to get different step velocities of bimodal USM.

Identification of crack for cantilever beams based on wavelet finite element method and genetic algorithm

A multivariable wavelet finite element method (FEM) is presented, which is based on Hellingger- Reissner variational principle.

The model of the mold cavity was accurately simulated with the application of wavelet finite element method,this method overcome the deficiency in engineering singularity of the traditional finite element method.