Примери коришћења Computer algebra на Енглеском и њихови преводи на Српски
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List of computer algebra systems Group.
The Ontario Research Centre for Computer Algebra.
Computer algebra system for field theory problems.
They are systematically applied in the computer algebra systems.
Macaulay2 List of computer algebra systems Official website.
This process of delayed evaluation is fundamental in computer algebra.
Some computer algebra systems focus on specialized disciplines;
Normal forms are usually preferred in computer algebra for several reasons.
Some computer algebra systems focus on a specific area of application;
The Soft Warehouse later developed Derive, another computer algebra system.
Maxima is a computer algebra system based on a 1982 version of Macsyma.
Unlike in usual mathematics,"canonical form" and"normal form" are not synonymous in computer algebra.
In computer algebra software, the expressions are usually represented in this way.
It is consistently faster than some well known computer algebra systems, especially in multivariate polynomial gcd.
Magma is a computer algebra system designed to solve problems in algebra, number theory, geometry and combinatorics.
Some authors use symbolic computation for the computer science aspect of the subject and"computer algebra" for the mathematical aspect.
The first popular computer algebra systems were muMATH, Reduce, Derive(based on muMATH), and Macsyma;
Macsyma(/ˈmæksɪmə/;"Project MAC's SYmbolic MAnipulator") is one of the oldest general-purpose computer algebra systems still in wide use.
Derive was a computer algebra system, developed as a successor to muMATH by the Soft Warehouse in Honolulu, Hawaii.
Advanced courses include Mathematical programming and Operations research,Group theory, Computer algebra, Numerical methods and applied computer science.
Therefore, most free computer algebra systems and some commercial ones, like Maple(software), use the GMP library, which is thus a de facto standard.
The reverse rewriting rule, called"factor", requires a non-trivial algorithm,which is thus a key function in computer algebra systems(see Polynomial factorization).
Of particular note: The free software SageMath computer algebra system depends on Cython, both for performance and to interface with other libraries.
Although David Musser had developed and advocated some aspects of generic programming already by 1971,it was limited to a rather specialized area of software development(computer algebra).
Many computer algebra systems like Mathematica also gain from the access to arbitrary precision arithmetic that may provide more accurate outcomes.
As numerical software is highly efficient for approximate numerical computation,it is common, in computer algebra, to emphasize exact computation with exactly represented data.
Maple is a computer algebra system developed and sold commercially by Maplesoft, a software company based in Waterloo, Ontario, Canada.
The name GiNaC is also explained by its developers' perception that most"computer algebra systems" put too much emphasis on a high-level interface and too little on interoperability.
Many computer algebra systems such as Mathematica also benefit from the availability of arbitrary-precision arithmetic which can provide more accurate results.
Eventually, the company evolved to have an R&D department where most of Maple's development is done today with the rest done at university research labs worldwide including: the Symbolic Computation Laboratory at the University of Waterloo andthe Ontario Research Centre for Computer Algebra at the University of Western Ontario.