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A 1D-laterally constrained inversion procedure was compared with a non-constrained, robust 1D-inversion procedure. 1D-inversion procedure
The global method is based on an inversion procedure.
The topographic effect correction and inversion procedure was iterated twice.
The exactness and feasibility of the proposed inversion procedure has been illustrated through simulation examples.
For the tomographic inversion procedure, we used the LOTOS code (Koulakov 2009).
We tested the reliability of our 6-parameter inversion procedure through 10,000 Monte Carlo simulations.
For additional details, see "Inversion Procedure" section in Additional file 1.
For this reconstruction a measurement model and an inversion procedure are required.
In most trials, the numerical inversion procedure required a large number of terms to achieve convergence.
Here, a robust inversion procedure is proposed for three-component velocity moments up to ninth order.
The modelling error variance is also estimated during the inversion procedure.
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