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Proposal for the transfer of floating point data 关于浮点数据传输的建议
Pub Date : 1986-07-01 DOI: 10.1145/1057958.1057963
M. Payne
First, I thank my colleague, Ned Anderson, for his help in refining a number of the details in the specifications below.
首先,我要感谢我的同事内德·安德森,他帮助完善了下面规范中的一些细节。
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引用次数: 1
Test for (IN) equality, subtraction, proof of correctness 测试(IN)等式,减法,正确性证明
Pub Date : 1986-07-01 DOI: 10.1145/1057958.1057964
C. Dunham
As normally implemented, (in)equality tests such as "a < b" can fail to execute correctly and thus algorithms that have been "proven" may fail.
如通常实现的那样,(in)相等性测试(如"a < b")可能无法正确执行,因此已"证明"的算法可能会失败。
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引用次数: 3
Another factor of (1031-1)/9 另一个因子(1031-1)/9
Pub Date : 1986-07-01 DOI: 10.1145/1057958.1057960
T. F. Higginbotham
A second factor of (1031-1)/9 was found to be 6943319 with the use of an eight spoke wheel [1]. The spokes D(i) were 1, 7, 11, 13, 17, 19, 23, and 29. The possible factors 2, 3, and 5 were tested prior to starting the wheel. The constant multiplier was 30. The possible divisors were of the form30 * K + D(i), K = 0, 1, 2, 3,....The program was written in COBOL for the Honeywell DPS 8, running under CP-6. The picture clauses were selected such that 31-digit decimal arithmetic was used. Execution time was about forty-five minutes.
第二个因子(1031-1)/9被发现是6943319与使用八辐轮[1]。辐条D(i)分别为1、7、11、13、17、19、23和29。在启动车轮之前测试了可能的因素2、3和5。常数乘数是30。可能的除数为30 * K + D(i), K = 0,1,2,3,....该程序是用COBOL为霍尼韦尔DPS 8编写的,在CP-6下运行。选择的图片条款,使31位的十进制算术使用。执行时间约为45分钟。
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引用次数: 1
A mathematical software environment 数学软件环境
Pub Date : 1986-07-01 DOI: 10.1145/1057958.1057959
Donald L. Williams
Several hundred scientists and engineers work at Amoco Production Company's Tulsa Research Center. Naturally, scientific computing is an important part of their research in petroleum exploration and production. General purpose mathematical and statistical software is often overlooked when it could be used in place of writing code. Our strategy for increasing the awareness and usage of existing software is through advertisement of software via a reusable software catalog, through regular inhouse presentations of a mathematical software seminar, and through the development of a Mathematical Software Environment, a collection of programs and procedures created to encourage the use of general purpose mathematical software.
数百名科学家和工程师在阿莫科生产公司的塔尔萨研究中心工作。自然,科学计算是他们在石油勘探和生产研究中的重要组成部分。当通用数学和统计软件可以用来代替编写代码时,它经常被忽视。我们提高现有软件的意识和使用的策略是通过可重用软件目录的软件广告,通过定期的内部数学软件研讨会的演示,以及通过开发数学软件环境,创建一个程序和过程的集合来鼓励使用通用数学软件。
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引用次数: 1
NEXUS: towards a problem solving environment (PSE) for scientific computing NEXUS:面向科学计算问题解决环境(PSE)
Pub Date : 1986-07-01 DOI: 10.1145/1057958.1057961
P. Gaffney, C. Addison, Birger Andersen, S. Bjørnestad, R. England, P. M. Hanson, R. Pickering, M. Thomason
This paper gives a brief historical perspective on the first author's use of information systems in mathematical consulting. Experience in this area has led to the conclusion that numerical analysts must look beyond conventional expert systems if they are to be successful in reaching the general scientific user community. With the increasing use of personal workstations it is necessary to give information and advice to a user while at the computer terminal. In the opinion of the authors the ideal way of doing this is through a programming environment that offers interaction with a user in order to actually solve the user's problem.Such an environment has come to be called a Problem Solving Environment or PSE. (For an excellent discussion of PSEs see Ford and Iles, 1985.) This paper describes a project that is aimed at providing a PSE for scientific computing. The project, which is called NEXUS, can be viewed conveniently in two parts, namely, the development of a set of software modules for constructing and accessing information in a knowledge base and the production of a set of knowledge bases for a particular application area namely, mathematical software.The paper briefly describes the set of modules and knowledge bases that are under development for the first release of NEXUS. For a more complete description the reader is referred to the companion report by Gaffney et al., (1986a).
本文简要介绍了第一作者在数学咨询中使用信息系统的历史观点。这方面的经验使我们得出这样的结论:数字分析人员如果要成功地接触到一般的科学用户群体,就必须超越传统的专家系统。随着个人工作站的使用越来越多,在计算机终端向用户提供信息和建议是必要的。在作者看来,实现这一目标的理想方式是通过提供与用户交互的编程环境来实际解决用户的问题。这样的环境被称为问题解决环境或PSE。(有关pse的精彩讨论,请参阅Ford和Iles, 1985年。)本文描述了一个旨在为科学计算提供PSE的项目。该项目被称为NEXUS,可以方便地分为两部分,即开发一套用于构建和访问知识库中的信息的软件模块,以及为特定应用领域(即数学软件)生产一套知识库。本文简要描述了NEXUS第一个版本正在开发的一组模块和知识库。对于更完整的描述,读者可以参考Gaffney等人的配套报告(1986a)。
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引用次数: 16
Numerical methods disguised 变相数值方法
Pub Date : 1986-07-01 DOI: 10.1145/1057958.1057965
J. S. Fulda
Our first course in Computer Science is supposed to be a gentle introduction to both the world of computing and to computer programming. It is a core course, which when I taught it had a preponderance of communications arts and psychology majors enrolled for what is euphemistically known as a "mathematics substitute."
我们计算机科学的第一门课应该是对计算机世界和计算机编程的一个温和的介绍。这是一门核心课程,当我教授这门课程时,有很多通信艺术和心理学专业的学生选择了这门被委婉地称为“数学代课”的课程。
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引用次数: 0
Mixed language programming realization and the provision of data types 混合语言编程实现和数据类型的提供
Pub Date : 1986-04-01 DOI: 10.1145/15983.15984
B. Einarsson
The importance of mixed language programming, and some of the associated problems, are summarized. The paper presents a structured view on the major ways to realize mixed language programming and how to provide the necessary data types.
总结了混合语言编程的重要性,以及相关的一些问题。本文结构化地介绍了实现混合语言编程的主要方法以及如何提供必要的数据类型。
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引用次数: 3
A pseudo-ODE modelling trick for the direct method of lines computation of important fracture mechanics parameters 重要断裂力学参数直线直接法的伪ode建模技巧
Pub Date : 1986-04-01 DOI: 10.1145/15983.15985
L. S. Xanthis
A novel introduction in fracture mechanics of pseudo-ordinary differential equations (ODEs) corresponding to the stress intensity factors (SIFs), augments the under-determined system of ODEs produced by the method of lines (MOL) solution of the equations of elasticity, in the presence of cracks. With this modelling "trick", which is natural to MOL, the SIFs are obtained directly, as part of the solution unknowns, thus avoiding the uncertainties associated with other indirect methods.
在断裂力学中引入了与应力强度因子(SIFs)相对应的伪常微分方程(ode),增加了弹性方程的线解法(MOL)在存在裂纹时产生的欠定ode系统。使用这种建模“技巧”,这对MOL来说是很自然的,SIFs是直接获得的,作为未知解的一部分,从而避免了与其他间接方法相关的不确定性。
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引用次数: 5
Three mysteries of Gaussian elimination 高斯消去的三个奥秘
Pub Date : 1985-10-01 DOI: 10.1145/1057954.1057955
L. Trefethen
If numerical analysts understand anything, surely it must be Gaussian elimination. This is the oldest and truest of numerical algorithms. To be precise, I am speaking of Gaussian elimination with partial pivoting, the universal method for solving a dense, unstructured n X n linear system of equations Ax = b on a serial computer. This algorithm has been so successful that to many of us, Gaussian elimination and Ax = b are more or less synonymous. The chapter headings in the book by Golub and Van Loan [3] are typical -- along with "Orthogonalization and Least Squares Methods," "The Symetric Eigenvalue Problem," and the rest, one finds "Gaussian Elimination," not "Linear Systems of Equations."
如果数值分析家理解什么,那肯定是高斯消去法。这是最古老、最真实的数值算法。准确地说,我说的是带有部分枢轴的高斯消去,这是在串行计算机上求解密集的、非结构化的n X n线性方程组Ax = b的通用方法。这个算法是如此成功,以至于对我们中的许多人来说,高斯消去法和Ax = b或多或少是同义词。Golub和Van Loan[3]的书中的章节标题是典型的-与“正交化和最小二乘法”,“对称特征值问题”以及其他内容一起,人们发现“高斯消去”,而不是“线性方程组”。
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引用次数: 23
Design and implementation of a Fast Poisson solver for microcomputers 微型计算机快速泊松求解器的设计与实现
Pub Date : 1985-10-01 DOI: 10.1145/1057954.1057956
E. Chikhliwala
In this note we describe the design and implementation of a Fast Poisson solver for microcomputers [1]. A Double Fourier Transformation Algorithm [4] was used with Sinusoidal Transformations [2] for the different boundary conditions. Table 1 summarizes the classification of Sinusoidal Transformations according to different boundary conditions.
在本文中,我们描述了用于微型计算机的快速泊松求解器的设计和实现[1]。对于不同的边界条件,采用双傅立叶变换算法[4]和正弦变换[2]。表1总结了正弦变换在不同边界条件下的分类。
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引用次数: 0
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ACM Signum Newsletter
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