A fast technological progress is providing seismic tomographers with computers of rapidly increasing speed and RAM, that are not always properly taken advantage of. Large computers with both shared-memory and distributed-memory architectures have made it possible to approach the tomographic inverse problem more accurately. For example, resolution can be quantified from the resolution matrix rather than checkerboard tests; the covariance matrix can be calculated to evaluate the propagation of errors front data to model parameters; the L-curve method can be applied to determine a range of acceptable regularization schemes. We show how these exercises can be implemented efficiently on different hardware architectures
International audienceWe present a new approach to reduce a sparse, linear system of equations assoc...
Three-dimensional models of the velocity structure of the Earth\u27s crust are an important and rele...
International audienceWe present a new approach to reduce a sparse, linear system of equations assoc...
A fast technological progress is providing seismic tomographers with computers of rapidly increasing...
A fast technological progress is providing seismic tomographers with computers of rapidly increasin...
A fast technological progress is providing seismic tomographers with computers of rapidly increasin...
A fast technological progress is providing seismic tomographers with computers of rapidly increasing...
Will the advent of "petascale" computers be relevant to research in global seismic tomography? We il...
Will the advent of "petascale" computers be relevant to research in global seismic tomography? We il...
[1] The resolution of tomographic images is most often evaluated through synthetic tests: the invers...
Will the advent of “petascale” computers be relevant to research in global seismic tomography? We il...
Inverse problems Parallel scientific computing a b s t r a c t The LSQR algorithm developed by Paige...
Abstract. A major research topic in geophysics deals with the modelization of the Earth interior, an...
Over the last two decades, a lot of global-scale or regional-scale seismic models of the Earth's int...
This proof-of-concept study presents a parameter-free, linear Backus–Gilbert inversion scheme, tract...
International audienceWe present a new approach to reduce a sparse, linear system of equations assoc...
Three-dimensional models of the velocity structure of the Earth\u27s crust are an important and rele...
International audienceWe present a new approach to reduce a sparse, linear system of equations assoc...
A fast technological progress is providing seismic tomographers with computers of rapidly increasing...
A fast technological progress is providing seismic tomographers with computers of rapidly increasin...
A fast technological progress is providing seismic tomographers with computers of rapidly increasin...
A fast technological progress is providing seismic tomographers with computers of rapidly increasing...
Will the advent of "petascale" computers be relevant to research in global seismic tomography? We il...
Will the advent of "petascale" computers be relevant to research in global seismic tomography? We il...
[1] The resolution of tomographic images is most often evaluated through synthetic tests: the invers...
Will the advent of “petascale” computers be relevant to research in global seismic tomography? We il...
Inverse problems Parallel scientific computing a b s t r a c t The LSQR algorithm developed by Paige...
Abstract. A major research topic in geophysics deals with the modelization of the Earth interior, an...
Over the last two decades, a lot of global-scale or regional-scale seismic models of the Earth's int...
This proof-of-concept study presents a parameter-free, linear Backus–Gilbert inversion scheme, tract...
International audienceWe present a new approach to reduce a sparse, linear system of equations assoc...
Three-dimensional models of the velocity structure of the Earth\u27s crust are an important and rele...
International audienceWe present a new approach to reduce a sparse, linear system of equations assoc...