Programming environments for high-level scientific problem solving : proceedings of the IFIP TC2/WG 2.5 Working Conference on Programming Environments for High-Level Scientific Problem Solving, Karlsruhe, Germany, 23-27 September 1991
著者
書誌事項
Programming environments for high-level scientific problem solving : proceedings of the IFIP TC2/WG 2.5 Working Conference on Programming Environments for High-Level Scientific Problem Solving, Karlsruhe, Germany, 23-27 September 1991
（IFIP transactions, A . Computer science and technology ; 2）
North-Holland , Distributors for the U.S. and Canada, Elsevier Science Pub. Co., 1992
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注記
Includes bibliographical references and index
内容説明・目次
内容説明
Programming environments, as the name suggests, are intended to provide a unified, extensive range of capabilities for a person wishing to solve a problem using a computer. In this particular proceedings volume, the problem considered is a high-level scientific computation. In other words, a scientific problem whose solution usually requires sophisticated computing techniques and a large allocation of computing resources.
目次
Introduction. Integration of Symbolic and Numerical Methods for Optimizing Complex Engineering Systems (S.S. Tong). Symbiotic Computing: Opportunities and Complications (K.S. Booth, W.M. Gentleman). Problem Solving Using Mathematica (P.C. Abbott). Intelligent Assistants. Accuracy Control and Estimation, Self-Validating Systems and Software Environments for Scientific Computation (S.M. Rump). Polyalgorithms with Automatic Method Selection for the Iterative Solution of Linear Equations and Eigenproblems (W. Schonauer, R. Weiss, P. Sternecker). The Computer as Statistical Assistant (J.A. Nelder). Toward an Intelligent System for Mathematical Software Selection (R.F. Boisvert). Mathematical Methods. Fractals in Quaternions and their Application to Computer Graphics (M. Shimasaki, Y. Matsusaka, N. Nomura). Computer Algebra Tools for Higher Symmetry Analysis of Nonlinear Evolution Equations (V.P. Gerdt). Grobner Bases in Mathematica: Enthusiasm and Frustration (B. Buchberger). Examples of Problem Solving Using Computer Algebra (D. Duval, F. Jung). Systems and Tools. Environments for Large-Scale Scientific Computation (S.I. Feldman). Software Tools for Parallel Program Development (H.P. Zima, B.M. Chapman). Fortran Interface Blocks as an Interface Description Language for Remote Procedure Calls (P.E. Buis, W.R. Dyksen, J.T. Korb). An Integrated Problem Solving Environment for Numerical Simulation of Engineering Problems (N. Sagawa, D.P. Finn, N.J. Hurley). System Engineering I. An Intelligent User Interface for a Symbolic Algebra System (M.E. Clarkson). Design and Implementation of Symbolic Computation Systems (C. Limongelli, A. Miola, M. Temperini). Parallel ELLPACK: A Development and Problem Solving Environment for High Performance Computing Machines (E.N. Houstis, J.R. Rice). Dynamic Software Reconfiguration Supports Scientific Problem-Solving Activities (J.M. Purtilo). Interaction and Visualization. Visual PDEQSOL: A Visual and Interactive Environment for Numerical Simulation (Y. Umetani, C. Konno, T. Ohta). Display of Functions of Three Space Variables and Time Using Shaded Polygons and Sound (W.M. Coughran Jr., E. Grosse). Distributed Visual Programming Environment: An Attempt to Integrate Third Generation Languages with Advanced User Environments (F.M. Rijnders, H.J.W. Spoelder, F.C.A. Groen). Visualization and its Use in Scientific Computation (K.W. Brodlie, M. Berzins, P.M. Dew, A. Poon, H. Wright). Open Session. Automatic Generation of Optimized Numerical Code for Jacobians and Hessians (F.C. Berger, V.V. Goldman, M.C. van Heerwaarden, J.A. van Hulzen). Transcript Editing, a Simple User Interface Tool (N. Holsti). Mathematical User Interfaces for Graphical Workstations (A. Bonadio). The Fortran 90 Standard (J.K. Reid). System Engineering II. SENAC: Lisp as a Platform for Constructing a Problem Solving Environment (K.A. Broughan). Future Research Directions in Problem Solving Environments for Computational Science (J.R. Rice).
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