Wavefield reconstruction using a Stolt-based asymptote and apex shifted hyperbolic Radon transform

The asymptote and apex shifted hyperbolic Radon transform is an extension to the apex shifted hyperbolic Radon transform allowing shifts in both the asymptote and apex of hyperbolic events. Thanks to the additional degree of freedom, the transform can better focus seismic reflections and diffractions in common shot domain. An efficient transform kernel is implemented using Stolt migration and demigration operators and applied to the interpolation of a simple synthetic dataset and a common shot gather from the 2D BP/SEG salt model.