This paper describes the possible evolution of the ELLPACK system from a research tool for software evaluation to an expert s~tem for solving elliptic problems. The third "version " of ELLPACK is presently under development with the intention of exploring the impact of parallel and vec-tor computers 00 its problem solving capabilities and to introduce problem solving methods based on geometric domain mappings. ELLPACK: 1974-1983 The original motivation for the ELLPACK system was to provide a tool for the performance evaluations of software for solving parllal differential equations (PDEs). It had become clear in the work of {Hollstis et ai, 1975] that one needed a well organized environment for making large scale evaluations of PD...
It has been predicted that, by the beginning of the next century, the available computational power ...
In the last decade, two distinct directions have emerged in the way Ordinary Differential Equation (...
This paper describes the functionality and architecture of a Grid-enabled partial differential equat...
This note describes general installation procedures for the ELLPACK 77 system. This set of programs ...
Parallel ELLPACK (//ELLPACK) is a problem solving environment (PSE) that supports the solution of fi...
Parallel ELLPACK [35, 61] is a machine independent problem solving environment (PSE) that supports P...
In this document we describe how to use and maintain the ELLPACK Performance Eval-uation System. Thi...
Three strategies for parallelizing components of the mathematical software package ELLPACK are consi...
this paper we describe an interactive symbolic-numeric interface framework (editor) to the ELLPACK p...
Many scientific processes can be modeled by a solution of partial differential equations. The increa...
additional information. Bonomo, Jophn P. and Dyksen, Wayne R., "XELLPACK: An Interactive Proble...
PDE.Mart is a problem solving environment (PSE) for solving partial differential equations (PDEs) on...
We presenL an architecture for high level systems for solving partial differential equations. The so...
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...
It has been predicted that, by the beginning of the next century, the available computational power ...
In the last decade, two distinct directions have emerged in the way Ordinary Differential Equation (...
This paper describes the functionality and architecture of a Grid-enabled partial differential equat...
This note describes general installation procedures for the ELLPACK 77 system. This set of programs ...
Parallel ELLPACK (//ELLPACK) is a problem solving environment (PSE) that supports the solution of fi...
Parallel ELLPACK [35, 61] is a machine independent problem solving environment (PSE) that supports P...
In this document we describe how to use and maintain the ELLPACK Performance Eval-uation System. Thi...
Three strategies for parallelizing components of the mathematical software package ELLPACK are consi...
this paper we describe an interactive symbolic-numeric interface framework (editor) to the ELLPACK p...
Many scientific processes can be modeled by a solution of partial differential equations. The increa...
additional information. Bonomo, Jophn P. and Dyksen, Wayne R., "XELLPACK: An Interactive Proble...
PDE.Mart is a problem solving environment (PSE) for solving partial differential equations (PDEs) on...
We presenL an architecture for high level systems for solving partial differential equations. The so...
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...
It has been predicted that, by the beginning of the next century, the available computational power ...
In the last decade, two distinct directions have emerged in the way Ordinary Differential Equation (...
This paper describes the functionality and architecture of a Grid-enabled partial differential equat...