Blended surveys have recently appeared in production environments. This underlines the need for processing tools that will either process the recorded data directly or perform the separation into single source data (deblending). An inversion technique for the separation of such data is described here. The problem parameterization utilises the surface-related multiples in order to regularise the inversion. In this way, the separation and surface-related multiple elimination are performed in one step. Also, the physical meaning of the model space is exploited during the inversion by formulating the problem as a Basis Pursuit Denoise problem. The method has been applied on a synthetic dataset and it produced promising results.Geoscience & Engi...
In this study, we deal with the inversion of frequency-domain electromagnetic data collected with de...
A recent robust multiple-elimination technique, based on the underlying principle that relates prima...
Deblending of simultaneous-source data is usually considered to be an underdetermined inverse proble...
Blended surveys have recently appeared in production environments. This underlines the need for proc...
The recording and storage capacity of modern seismic acquisition systems is continuously growing, en...
Accurate removal of surface-related multiples remains a challenge in many cases. To overcome typical...
Recently, a new approach to multiple removal has been intro- duced: estimation of primaries by spars...
We present sharp reconstruction of multi-layer models using a spatially constrained inversion with m...
The theory of iterative surface-related multiple elimination holds for 2D as well as 3D wavefields. ...
Recently, a new approach to multiple removal has been introduced: estimation of primaries by sparse ...
Today, the problem of surface-related multiples, especially in shallow water, is not fully solved. A...
Frequency-domain electromagnetic instruments allow the collection of data in different configuration...
ost wave-equation-based multiple removal algorithms are based on prediction and subtraction of multi...
Large geophysical datasets are produced routinely during airborne surveys. The Spatially Constrained...
In this study, we deal with the inversion of frequency-domain electromagnetic data collected with de...
A recent robust multiple-elimination technique, based on the underlying principle that relates prima...
Deblending of simultaneous-source data is usually considered to be an underdetermined inverse proble...
Blended surveys have recently appeared in production environments. This underlines the need for proc...
The recording and storage capacity of modern seismic acquisition systems is continuously growing, en...
Accurate removal of surface-related multiples remains a challenge in many cases. To overcome typical...
Recently, a new approach to multiple removal has been intro- duced: estimation of primaries by spars...
We present sharp reconstruction of multi-layer models using a spatially constrained inversion with m...
The theory of iterative surface-related multiple elimination holds for 2D as well as 3D wavefields. ...
Recently, a new approach to multiple removal has been introduced: estimation of primaries by sparse ...
Today, the problem of surface-related multiples, especially in shallow water, is not fully solved. A...
Frequency-domain electromagnetic instruments allow the collection of data in different configuration...
ost wave-equation-based multiple removal algorithms are based on prediction and subtraction of multi...
Large geophysical datasets are produced routinely during airborne surveys. The Spatially Constrained...
In this study, we deal with the inversion of frequency-domain electromagnetic data collected with de...
A recent robust multiple-elimination technique, based on the underlying principle that relates prima...
Deblending of simultaneous-source data is usually considered to be an underdetermined inverse proble...