A NOVEL PROCEDURE OF WAVELET COMPUTATION BASED ON HERMITE POLYNOMIALS
Yuqiang Wang · Geophysical and Geochemical Exploration · 2009
This paper introduces a novel procedure for computing source waveforms,in which the direct derivation is not necessary,and the explicit expressions for these polynomials are also not required.The computation is performed recurrently via the product of a Hermite polynomial and the Gaussian.Numerical tests reveal that the computed wavelets can model source pulse more precisely.