3D fractal Hurst exponential estimation for acoustic wave

This paper presents an estimation for Hurst exponent based on its stochastic and fractal properties. The basic description was considered with respect to fractal description. The estimation technique is a functional, in where the form depends of the whole time series piezoelectric storage. The recursive properties that the Hurst estimation, and the two first probability moments have applicability in systems with memory and time operations restrictions, requiring in each operation to have only one state delayed. Therefore, the data storage has the enough information for the two first moments and the Hurst functional estimation have successfully. The data storage is included in the computational system using Benoit 1.3 software® and conserving the history time sequence, describes the curves that bounded the system, having in natural manner a fractal description without loss its properties.