Add to ORKGhttp://lifc.univ-fcomte.fr/dfma07/International audienceThis paper introduces a research project and a software environment to speed up and size up problem modeling with Partial Differential Equations (PDE). These PDE are defined from a \Mathematica interface, and are automatically solved by a devoted cellular automata program generated to be run on mainframes, clusters and Grids. Moreover, an interactive and graphic control of the cellular automata running allows to analyze the PDE model relevance. This environment improves large scale simulation usage in early stages of research projects
This thesis describes RELAX, an object based problem solving environment for solving and editing com...
The use of a network of workstations as a single unit for speeding up computationally intensive appl...
A system of 10 coupled nonlinear partial differential equations is exhibited which simulates an arbi...
http://lifc.univ-fcomte.fr/dfma07/International audienceThis paper introduces a research project and...
Many scientific processes can be modeled by a solution of partial differential equations. The increa...
This paper describes the functionality and architecture of a Grid-enabled partial differential equat...
Problem solving environments represent the next generation of scientific computing software. This th...
AbstractA problem solving environment (pse) can be defined as a human interface to hardware and soft...
The pre-print archived version is not the one that is published, as the editor does not formally all...
Computing has revolutionised the study of complex nonlinear systems, both by allowing us to solve pr...
This paper proposes a newmodeling and solutionmethod that is relatively simple yet powerful enough t...
PDE.Mart is a network-based problem-solving environment (PSE) for solving partial differential equat...
We consider the problem of modeling very complex physical systems by a network of collaborating PDE ...
We presenL an architecture for high level systems for solving partial differential equations. The so...
The enormous complexity of whole-cell models needs new algorithmic approaches and high performant si...
This thesis describes RELAX, an object based problem solving environment for solving and editing com...
The use of a network of workstations as a single unit for speeding up computationally intensive appl...
A system of 10 coupled nonlinear partial differential equations is exhibited which simulates an arbi...
http://lifc.univ-fcomte.fr/dfma07/International audienceThis paper introduces a research project and...
Many scientific processes can be modeled by a solution of partial differential equations. The increa...
This paper describes the functionality and architecture of a Grid-enabled partial differential equat...
Problem solving environments represent the next generation of scientific computing software. This th...
AbstractA problem solving environment (pse) can be defined as a human interface to hardware and soft...
The pre-print archived version is not the one that is published, as the editor does not formally all...
Computing has revolutionised the study of complex nonlinear systems, both by allowing us to solve pr...
This paper proposes a newmodeling and solutionmethod that is relatively simple yet powerful enough t...
PDE.Mart is a network-based problem-solving environment (PSE) for solving partial differential equat...
We consider the problem of modeling very complex physical systems by a network of collaborating PDE ...
We presenL an architecture for high level systems for solving partial differential equations. The so...
The enormous complexity of whole-cell models needs new algorithmic approaches and high performant si...
This thesis describes RELAX, an object based problem solving environment for solving and editing com...
The use of a network of workstations as a single unit for speeding up computationally intensive appl...
A system of 10 coupled nonlinear partial differential equations is exhibited which simulates an arbi...