Imaging with seismic data is typically done under the assumption of single scattering. Here we formulate a theory that includes multiply scattered waves in the imaging process. We develop both a forward and an inverse scattering series derived from the Lippmann–Schwinger equation and the Bremmer coupling series. We estimate leading-order internal multiples explicitly using the third term of the...

Two methods for suppressing multiples are proposed. In the first, multiple suppression is expressed as a signal to noise separation problem. The problem is solved in the time domain using space-varying Prediction Error Filters (PEFs). The second method shows how greater separation between primaries and multiples can be obtained by velocity space inversion using a Huber functional rather than th...

A complete classification is established of Minkowski valuations on lattice polytopes that intertwine the special linear group over the integers and are translation invariant. In the contravariant case, the only such valuations are multiples of projection bodies. In the equivariant case, the only such valuations are generalized difference bodies combined with multiples of the newly defined disc...

The article examines the market valuation approach using industry multiples as this method has recently attracted increasing interest from appraisers. It investigates whether constructing one’s own for company which are based on a provides better results than Damodaran’s in terms of resulting accuracy. study uses sample 162 German companies publicly traded 2010–2019 and analyses some most frequ...