The project aims to address the development of parallel codes for the solution of large- and huge-scale inverse problems in imaging. The starting points are the codes developed and analyzed in previous ISCRA class C projects ("ParJoInv" and "PANOIP"), which in different ways showed that the challenging inversion problems currently arising in a number of applications fields, such as Geophysics, Medicine, Astronomy, Microscopy, etc., can effectively be faced in reasonable time only with the support of parallel codes for HPC architectures. These problems usually belong to the class of simply constrained nonlinear programming (NLPs) problems and require the minimization of (usually heavy) nonlinear functionals. The functionals are generally com...
International audienceIn this paper we propose a new way to compute a rough approximation solution, ...
3D geometric reconstruction from digital images captured from con-sumer cameras is an inexpensive, b...
The ability of the modern graphics processors to operate on large matrices in parallel can be exploi...
The focus of this thesis is on the study and the parallel implementation of a software package for t...
The widespread emergence of parallel computers in the last decade has created a substantial programm...
We consider the numerical solution on modern multicore architectures of large-scale optimization pro...
We consider the numerical solution on modern multicore architectures of large-scale optimization pro...
This ISCRA class C project has two main aims: (1) complete both the development and the test of an ...
This paper explores eective algorithms for the solution of numerical nonlinear optimization problems...
This paper explores effective algorithms for the solution of numerical nonlinear optimization proble...
In this paper we present grid methods which we have developed for solving direct and inverse problem...
In this paper we propose a new way to compute a rough approximation solution, to be later used as a ...
The objective of our investigation is to establish robust inverse algorithms to convert GRACE gravit...
In this dissertation, we explore parallel algorithms for general N-Body problems in high dimensions,...
My PhD research activity was funded by the Istituto Nazionale di Fisica Nucleare (INFN) and by the P...
International audienceIn this paper we propose a new way to compute a rough approximation solution, ...
3D geometric reconstruction from digital images captured from con-sumer cameras is an inexpensive, b...
The ability of the modern graphics processors to operate on large matrices in parallel can be exploi...
The focus of this thesis is on the study and the parallel implementation of a software package for t...
The widespread emergence of parallel computers in the last decade has created a substantial programm...
We consider the numerical solution on modern multicore architectures of large-scale optimization pro...
We consider the numerical solution on modern multicore architectures of large-scale optimization pro...
This ISCRA class C project has two main aims: (1) complete both the development and the test of an ...
This paper explores eective algorithms for the solution of numerical nonlinear optimization problems...
This paper explores effective algorithms for the solution of numerical nonlinear optimization proble...
In this paper we present grid methods which we have developed for solving direct and inverse problem...
In this paper we propose a new way to compute a rough approximation solution, to be later used as a ...
The objective of our investigation is to establish robust inverse algorithms to convert GRACE gravit...
In this dissertation, we explore parallel algorithms for general N-Body problems in high dimensions,...
My PhD research activity was funded by the Istituto Nazionale di Fisica Nucleare (INFN) and by the P...
International audienceIn this paper we propose a new way to compute a rough approximation solution, ...
3D geometric reconstruction from digital images captured from con-sumer cameras is an inexpensive, b...
The ability of the modern graphics processors to operate on large matrices in parallel can be exploi...