Two-dimensional analytical Kravchenko-Rvachev wavelets in digital signal and image processing

In this work on the basis of the theory atomic and R-functions the new class of analytical two-dimensional Kravchenko-Rvachev wavelets (2DWA KR) with basic areas of complex shape is constructed. Numerical experiment and the physical analysis of modeling results confirms that constructed 2DWA KR can effectively be applied in problems of the interferential effects analysis with a complex configuration, signal filtrations and image recognition.