Background Concepts

Mathematical Expressions MPL mathematical expressions are constructed with the following symbols and operators:• Integers and fractions that utilize infinite precision rational number arithmetic.• Identifiers that are used both as programming variables that represent the result of a computation and...

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Bibliographic Details
Published inComputer Algebra and Symbolic Computation pp. 19 - 34
Main Author Cohen, Joel S.
Format Book Chapter
LanguageEnglish
Published United Kingdom A K Peters/CRC Press 2003
CRC Press LLC
Subjects
Multivariate Polynomials
Partial Fraction Expansion
Monic Polynomial
Primitive Operators
Polynomial Decomposition
Non-negative Integer
Polynomial Operators
Polynomial Structure
Expression Tree
Infix Operator
Computer Algebra Programming
AUB
Coefficient Part
Partial Fraction
Mathematical Expressions
CAS
Computer Algebra
Extended Euclidean Algorithm
Algebraic Operators
Automatic Simplification
Minimal Polynomial
Unique Factorization Domain
Miscellaneous Operators
Algorithmic Language
Online AccessGet full text
ISBN9781568811598
1568811594
DOI10.1201/9781439863701-7

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Summary:Mathematical Expressions MPL mathematical expressions are constructed with the following symbols and operators:• Integers and fractions that utilize infinite precision rational number arithmetic.• Identifiers that are used both as programming variables that represent the result of a computation and as mathematical symbols that represent indeterminates (or variables) in a mathematical expression.
ISBN:9781568811598
1568811594
DOI:10.1201/9781439863701-7