PASCAL-XSC Language Reference with Examples
This manual describes a PASCAL extension for scientific computation with the short title PASCAL-XSC (PASCAL eXtension for Scientific Computation). The language is the result of a long term effort of members of the Institute for Applied Mathematics of Karlsruhe University and several associated scien...
| Main Authors: | , , , |
|---|---|
| Format: | eBook |
| Language: | English |
| Published: |
Berlin, Heidelberg
Springer Berlin Heidelberg
1992, 1992
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| Edition: | 1st ed. 1992 |
| Subjects: | |
| Online Access: | |
| Collection: | Springer Book Archives -2004 - Collection details see MPG.ReNa |
Table of Contents:
- 5.7 Surface Area of a Parallelepiped
- 5.8 Parallelism and Intersection of Lines
- 5.9 Transposed Matrix, Symmetry
- 5.10 Rail Route Map
- 5.11 Inventory Lists
- 5.12 Complex Numbers and Polar Representation
- 5.13 Complex Division
- 5.14 Electric Circuit
- 5.15 Alternating Current Measuring Bridge
- 5.16 Optical Lens
- 5.17 Interval Evaluation of a Polynomial
- 5.18 Calculations for Interval Matrices
- 5.19 Differentiation Arithmetic
- 5.20 Newton’s Method with Automatic Differentiation
- 5.21 Measurement of Time
- 5.22 Iterative Method
- 5.23 Trace of a Product Matrix
- 5.24 Calculator for Polynomials
- 5.25 Interval Newton Method
- 5.26 Runge-Kutta Method
- 5.27 Rational Arithmetic
- 5.28 Evaluation of Polynomials
- A Syntax Diagrams
- B Indices and Lists
- B.1 Syntax Diagrams
- B.2 Reserved Words
- B.3 PredefinedIdentifiers
- B.4 Operators
- B.4.1 Basic Operators
- B.4.2 Arithmetic Operators
- B.4.3 Relational Operators for the Arithmetic Types
- B.4.4 Assignment Operators
- B.5 Predefined Functions
- B.6 Transfer Functions
- B.7 Predefined Procedures
- B.8 #-Expressions
- B.8.1 Real and Complex #-Expressions
- B.8.2 Real and Complex Interval #-Expressions
- 1 Introduction
- 1.1 Typography
- 1.2 Historical Remarks and Motivation
- 1.3 Advanced Computer Arithmetic
- 1.4 Connection with Programming Languages
- 1.5 Survey of PASCAL-XSC
- 2 Language Reference
- 2.1 Basic Symbols
- 2.2 Identifiers
- 2.3 Constants, Types, and Variables
- 2.4 Expressions
- 2.5 Statements
- 2.6 Program Structure
- 2.7 Subroutines
- 2.8 Modules
- 2.9 String Handling and Text Processing
- 2.10 How to Use Dynamic Arrays
- 3 The Arithmetic Modules
- 3.1 The Module C_ARI
- 3.2 The Module I_ARI
- 3.3 The Module CI_ARI
- 3.4 The Module MV_ARI
- 3.5 The Module MVC_ARI
- 3.6 The Module MVI_ARI
- 3.7 The Module MVCI_ARI
- 3.8 The Hierarchy of the Arithmetic Modules
- 3.9 A Complete Sample Program
- 4 Problem-Solving Routines
- 5 Exercises with Solutions
- 5.1 Test of Representability
- 5.2 Summation of Exponential Series
- 5.3 Influence of Rounding Errors
- 5.4 Scalar Product
- 5.5 Boothroyd/Dekker Matrices
- 5.6 Complex Functions