In the presence of multiple scattering, waves and particles behave fundamentally differently.
As a model for the stability of the temporal evolution of particle and wave propagation, a …

A one‐dimensional nonlinear ice age model developed by J. Imbrie and JZ Imbrie was
used to investigate the 100,000 year cycle in climate records. It was already known that the …

The stability of one-dimensional inverse scattering is discussed. The analysis is performed
analytically using perturbation theory for reflection coefficients that are rational functions of …

A two‐step nonlinear and linear inversion is carried out to map the lateral heterogeneity
beneath North America using surface wave data. The lateral resolution for most areas of the …

Rayleigh wave data between 20 and 120s period recorded in the western Ross Sea region
of Antarctica are inverted using the waveform inversion technique described in Passier and …

Power spectra of tomographic models of the entire earth and of models of Europe and the
Mediterranean area are compared. This comparison reveals a discrepancy (a factor 15–30) …

The accurate timing of seismological data is crucial for most quantitative examinations in
seismology. We present evidence that traveltime data from many stations contain systematic …

We introduce an imaging method based on solving the Lippmann-Schwinger equation of
acoustic scattering theory. We compare and contrast the proposed Lippmann-Schwinger …

An algorithm is presented which uses the surface waveforms originating from one event
recorded in two stations which are located close to each other. The waveforms are inverted for …

The linear sampling method seeks to localize the unknown source of an observed, time-dependent
field. The unknown source could be, for example, a scatterer embedded within a …