A considerable volume of large computational computer codes were developed for NASA over the past twenty-five years. This code represents algorithms developed for machines of earlier generation. With the emergence of the vector supercomputer as a viable, commercially available machine, an opportunity exists to evaluate optimization strategies to improve the efficiency of existing software. This result is primarily due to architectural differences in the latest generation of large-scale machines and the earlier, mostly uniprocessor, machines. A sofware package being used by NASA to perform computations on large matrices is described, and a strategy for conversion to the Cray X-MP vector supercomputer is also described
A suite of thirteen large Fortran benchmark codes were run on Cray-2 and Cray X-MP supercomputers. T...
At KFA - and in particular enforced by ZAM - supercomputing and parallel processing for computationa...
A Choleski method is described and used to solve linear systems of equations that arise in large sca...
As microprocessors increase in power, the economics of centralized computing has changed dramaticall...
In 1975, the National Aeronautics and Space Administration (NASA) began studies to assess the techni...
Problems which can arise with vector and parallel computers are discussed in a user oriented context...
The growing gap between sustained and peak performance for full-scale complex scientific applicatio...
The analysis and design of complex aerospace structures requires the rapid solution of large systems...
The growing gap between sustained and peak performance for full-scale complex scientific application...
KFA Jülich is one of the largest big-science research centers in Europe. At KFA, computational scien...
High Performance Computing (HPC) has become an integral part of NASAs Aeronautics research and appli...
The methodology is described for converting a large, long-running applications code that executed on...
For some of the biggest and most interesting problems, people have used some of the biggest and most...
Five benchmark programs were obtained and run on the NASA Lewis CRAY X-MP/24. A comparison was made ...
The article is devoted to the vectorization of calculations for Intel Xeon Phi Knights Landing (KNL)...
A suite of thirteen large Fortran benchmark codes were run on Cray-2 and Cray X-MP supercomputers. T...
At KFA - and in particular enforced by ZAM - supercomputing and parallel processing for computationa...
A Choleski method is described and used to solve linear systems of equations that arise in large sca...
As microprocessors increase in power, the economics of centralized computing has changed dramaticall...
In 1975, the National Aeronautics and Space Administration (NASA) began studies to assess the techni...
Problems which can arise with vector and parallel computers are discussed in a user oriented context...
The growing gap between sustained and peak performance for full-scale complex scientific applicatio...
The analysis and design of complex aerospace structures requires the rapid solution of large systems...
The growing gap between sustained and peak performance for full-scale complex scientific application...
KFA Jülich is one of the largest big-science research centers in Europe. At KFA, computational scien...
High Performance Computing (HPC) has become an integral part of NASAs Aeronautics research and appli...
The methodology is described for converting a large, long-running applications code that executed on...
For some of the biggest and most interesting problems, people have used some of the biggest and most...
Five benchmark programs were obtained and run on the NASA Lewis CRAY X-MP/24. A comparison was made ...
The article is devoted to the vectorization of calculations for Intel Xeon Phi Knights Landing (KNL)...
A suite of thirteen large Fortran benchmark codes were run on Cray-2 and Cray X-MP supercomputers. T...
At KFA - and in particular enforced by ZAM - supercomputing and parallel processing for computationa...
A Choleski method is described and used to solve linear systems of equations that arise in large sca...