The main objective of this thesis is to reconstruct complex geometric structures from gravity data, following an approach based on inverting not the gravity data themselves but a derived quantity, the scaling function. The approach has been defined in previous papers, referred to as the MHODE method, and its application to 2D gravity profiles demonstrated its efficacy. We here extend the method to the 2.x D case and to the 3D case
Abstract We present a constrained inversion procedure based on a priori information derived exclusiv...
The paper describes a method of gravity data inversion, which is based on parallel algorithms. The c...
We developed two different approaches of inversion of potential fields: - A method for 1D inversion ...
We present a new method involving the inversion of the scaling function, a quantity that is calculat...
The purpose of this work is to introduce a new inversion method of potential field, based on a 3D mo...
We use the very fast simulated annealing algorithm to invert the scaling function along selected rid...
The paper presents consideration of the solution of the nonlinear inverse problem of gravity explora...
The inversion process for gravity interpretation has to treat the intrinsic ambiguities of the gravi...
In this paper, we present a method for incorporating prior geological information into potential fie...
We present a new method for gravity data inversion for the linear problem (reconstruction of density...
Rectangular grid cells are commonly used for the geophysical modeling of gravity anomalies, owing to...
This thesis deals with the inversion of potential field data. Theoretical aspects and applications i...
In this study, a regional scale gravity data set has been inverted to infer the structure (topograph...
The non-uniqueness in the solution of gravity inversion poses a major problem in the interpretation ...
This thesis deals with the inversion of potential field data. Theoretical aspects and applications ...
Abstract We present a constrained inversion procedure based on a priori information derived exclusiv...
The paper describes a method of gravity data inversion, which is based on parallel algorithms. The c...
We developed two different approaches of inversion of potential fields: - A method for 1D inversion ...
We present a new method involving the inversion of the scaling function, a quantity that is calculat...
The purpose of this work is to introduce a new inversion method of potential field, based on a 3D mo...
We use the very fast simulated annealing algorithm to invert the scaling function along selected rid...
The paper presents consideration of the solution of the nonlinear inverse problem of gravity explora...
The inversion process for gravity interpretation has to treat the intrinsic ambiguities of the gravi...
In this paper, we present a method for incorporating prior geological information into potential fie...
We present a new method for gravity data inversion for the linear problem (reconstruction of density...
Rectangular grid cells are commonly used for the geophysical modeling of gravity anomalies, owing to...
This thesis deals with the inversion of potential field data. Theoretical aspects and applications i...
In this study, a regional scale gravity data set has been inverted to infer the structure (topograph...
The non-uniqueness in the solution of gravity inversion poses a major problem in the interpretation ...
This thesis deals with the inversion of potential field data. Theoretical aspects and applications ...
Abstract We present a constrained inversion procedure based on a priori information derived exclusiv...
The paper describes a method of gravity data inversion, which is based on parallel algorithms. The c...
We developed two different approaches of inversion of potential fields: - A method for 1D inversion ...