Gives a brief description of a project to design and implement a transportable linear algebra library in Fortran 77 for efficient use on high-performance computers. The library will be based on the well-known and wide...
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Gives a brief description of a project to design and implement a transportable linear algebra library in Fortran 77 for efficient use on high-performance computers. The library will be based on the well-known and widely used packages EISPACK and LINPACK for solving eigenvalue problems and linear equation and linear least squares problems respectively. As with EISPACK and LINPACK, the library will be freely available.< >
This paper describes a knowledge-based front end for the statistics package GLIM 3.77, developed using logic programming methods and tools. The domain of application, computer-based statistical analysis, requires that...
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Abstract. The algorithm proposed here is a multivariate generalization of a procedure discussed by Pearlman (1980) for calculating the exact likelihood of a univariate ARMA model. Ansley and Kohn (1983) have shown how...
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The first public release of Toolpack has provided a portable suite of tools for the programmer working on mathematical software in Fortran 77. This article describes the contents and facilities of the first release.
The first public release of Toolpack has provided a portable suite of tools for the programmer working on mathematical software in Fortran 77. This article describes the contents and facilities of the first release.
algorithms of reduced complexity are developed for the computation of SVD of complex matrices in the triangular systolic array of Luk. A sufficient condition for convergence of these algorithms is also given which is ...
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作者：
MAYES, PJDDepartment of Mathematics and Bioengineering Unit University of Strathclyde Glasgow
Scotland U.K Peter Mayer was born in Hertfordshire
England. He studied at the University of Oxford and received the degrees of BA in Mathematics MSc in Mathematical Modelling and Numerical Analysis and DPhil in Engineering Science. He has recently completed a Post-doctoral Research Fellowship at the University of Strathclyde in Scotland where he worked in both the Mathematics Department and Bioengineering Unit. He now works for the Numerical Algorithms Group in Oxford.
The method of lines is a numerical technique particularly suited to the solution of parabolic partial differential equations, which has been the subject of much research in recent years, and which has been incorporate...
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The method of lines is a numerical technique particularly suited to the solution of parabolic partial differential equations, which has been the subject of much research in recent years, and which has been incorporated into a number of readily available computer library packages. The method has been applied to a number of problems in areas such as chemical engineering, atmospheric physics and nuclear engineering. It does not however, seem to have been widely used in biological mass transfer problems of the type arising in the study of artifical lungs and kidneys. By describing some of the problems tackled by the author and his colleagues, it is hoped to interest a wider audience in the potential benefits of this method.
The background and aims of the Toolpack project are given, and the current state of efforts to produce a powerful, integrated set of tools to support the Fortran programmer is reviewed. A description is then given of ...
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ISBN:
(纸本)0818605871
The background and aims of the Toolpack project are given, and the current state of efforts to produce a powerful, integrated set of tools to support the Fortran programmer is reviewed. A description is then given of likely future directions of research and development as the Toolpack concept of programming support is broadened and refined. 4 refs.
The background and aims of Toolpack, a project to develop a suite of powerful flexible Fortran programming aids are reviewed. The authors describe the technical policies pursued by the Toolpack group, and consider how...
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The background and aims of Toolpack, a project to develop a suite of powerful flexible Fortran programming aids are reviewed. The authors describe the technical policies pursued by the Toolpack group, and consider how the approach adopted will improve the Fortran 77 programming environment.
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