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Topic: Maple computer algebra system

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	Maple computer algebra system - Wikipedia, the free encyclopedia
		Maple is a general-purpose commercial computer algebra system.
		It was first developed in 1981 by the Symbolic Computation Group at the University of Waterloo in Waterloo, Ontario, Canada.
		As is usual with computer algebra systems, symbolic expressions are stored in memory as directed acyclic graphs.
	en.wikipedia.org /wiki/Maple_computer_algebra_system (327 words)

	Computer algebra system - Wikipedia, the free encyclopedia
		The study of algorithms useful for computer algebra systems is known as computer algebra.
		The run-time of numerical programs implemented in computer algebra systems is normally longer than that of equivalent programs implemented in systems such as MATLAB, GNU Octave, or directly in C, since they are programmed for full symbolic generality and thus cannot use machine numerical operations directly for most of their functions.
		Computer algebra systems began to appear in the early 1970s, and evolved out of research into artificial intelligence, though the fields are now regarded as largely separate.
	en.wikipedia.org /wiki/Computer_algebra_system (453 words)

	Maple - Biocrawler (Site not responding. Last check: 2007-11-06)
		Maples are trees of the genus Acer in the Order Sapindales, variously classified in a family of their own Aceraceae, or (together with the Hippocastanaceae) in Sapindaceae; genetic evidence points to the latter being the more accurate option.
		Maples are an important early spring source of pollen and nectar for bees, especially honeybees, which use its resources for spring buildup.
		Maples are used as a food plant for the larvae of some Lepidoptera species including Pale November Moth.
	www.biocrawler.com /encyclopedia/Maple (562 words)

	Maple
		Maples are trees of the genus Acer in the order Sapindales, variously classified in the family Aceraceae, Hippocastanaceae, or Sapindaceae.
		Maples bloom in late winter or early spring, in some species before the leaves appear.
		The sugar maple (Acer saccharum) is tapped for sap, which is then boiled to produce maple syrup or made into maple sugar or maple candy.
	www.ebroadcast.com.au /lookup/encyclopedia/ma/Maple.html (277 words)

	MAPLE 1 "97-Sep-12" "Waterloo Maple, Inc."
		Maple has the ability to algebraically manipulate unbounded integers, exact rational numbers, real numbers with arbitrary precision, symbolic formulae, polynomials, sets, lists, and equations.
		Maple is better suited for use as a filter when these messages are suppressed.
		If there is a system-wide Maple initialization file with the name init under the src subdirectory of the Maple library, then this file is read and the Maple statements in it are executed before the session starts.
	www.math.utah.edu /cgi-bin/man2html.cgi?/usr/local/man/man1/maple.1 (1712 words)

	The Math Forum - Math Library - Computer Algebra (Site not responding. Last check: 2007-11-06)
		Mgfun is a group of Maple packages intended for calculations with multivariate generating functions, in particular for their symbolic summation and integration, and for the proof of special function and combinatorial identities.
		Macauley is a computer algebra system for mathematical computations in algebraic geometry and commutative algebra.
		The Zentrum für Computeralgebra (Centre for Computer Algebra) at the University of Kaiserslautern is a scientific institution of the departments of Mathematics, Computer Science, and Electrical Engineering at the University of Kaiserslautern in Germany.
	mathforum.org /library/topics/computer_alg (2289 words)

	Waterloo Maple - Wikipedia, the free encyclopedia
		It is best known as the manufacturer of the Maple computer algebra system.
		It was first incorporated under the name Waterloo Maple Software in April 1988 by Keith Geddes and Gaston Gonnet, who were both then professors in the Symbolic Computation Group, a part of the computer science department (now the David R. Cheriton School of Computer Science) at the University of Waterloo.
		From July 1998 to August 2003, the headquarters of Waterloo Maple was located in the former Seagram Museum in Waterloo, which was itself the former location of the original Seagram distillery.
	en.wikipedia.org /wiki/Waterloo_Maple (164 words)

	Maple - Computer Algebra System (Site not responding. Last check: 2007-11-06)
		Maple developed as a University research project in November 1980.
		The only competitors at that time were Macsyma and Reduce, which were written in Lisp, and ran on large main frame computers, and not on the emerging generation of personal computers.
		Maple - Sweet and Simple, a brief introduction to Maple by G. Donald Allen and David Sanchez.
	distance-ed.math.tamu.edu /Math696/Maple.html (220 words)

	/usr/local/man/man1/maple.1
		In previous versions of maple, variables are assumed to be global unless explicitly declared local, but this has changed in the present version.
		If you are running Maple V under a windowing system, there may be a user interface specific to that system.
		Users are encouraged to post their questions regarding Maple to this group if they feel that their enquiries are of a general nature.
	www.math.sc.edu /system/man/maple.html (1285 words)

	Computer Algebra Systems
		Computer Algebra systems have not only changed how mathematics is taught at many universities, but have provided a flexible tool for mathematicians worldwide.
		Computer Algebra systems can be used to simplify rational functions, factor polynomials, find the solutions to a system of equation, and various other manipulations.
		It is important that the computer algebra system be able to represent everything that may happen when expressions are simplified and expanded, but it must also decide whether or not to simplify certain operations depending on the circumstances.
	www.math.wpi.edu /IQP/BVCalcHist/calc5.html (5064 words)

	[No title]
		Maple has the ability to algebraically manipulate unbounded integers, exact rational numbers, real numbers with arbi- trary precision, symbolic formulae, polynomials, sets, lists, equations, arrays, vectors, and matrices.
		It is also useful in conjuction with Maple's preproces- sor to preview all the preprocessing operations without actually executing anything.
		If you are running Maple under a windowing system, there may be a user interface specific to that system.
	www.gl.umbc.edu /env/gamma/sun4x_58/maple/maple_1.html (1968 words)

	Keith Geddes (Site not responding. Last check: 2007-11-06)
		The types of mathematics being considered are the computational aspects of algebra and analysis, including the solution of systems of algebraic and differential equations.
		The Maple system, co-created by Professor Geddes, has proven to be a useful tool for engineers, scientists, mathematicians and researchers in various disciplines, and it has achieved a worldwide impact.
		Simultaneously, the design and implementation of the Maple computer algebra system, initiated in 1980 as a research project by Professors Geddes and Gonnet, was an on-going project which continues to the present time.
	www.cs.uwaterloo.ca /research/individual/kogeddes.shtml (356 words)

	See also Maple computer algebra system Maple computer algebra system... (Site not responding. Last check: 2007-11-06)
		The Manitoba maple Manitoba maple ("Acer negundo") has pinnately compound leaves that may be simply trifoliate or may have 5, 7, or even 9 leaflets.
		The Sugar maple ("Acer saccharum") is tapped for sap, which is then boiled to produce maple syrup maple syrup or made into maple sugar maple sugar or maple candy maple candy.
		Maple is an important early spring source of pollen and nectar for bee bees, especially honeybee honeybees, which use its resources for spring buildup.
	www.biodatabase.de /Maple (530 words)

	Mathematics of Computer Algebra and Analysis Cluster - MOCAA (Site not responding. Last check: 2007-11-06)
		That is, we wish to compute solutions for nonsingular or consistent singular systems, and to generate random elements of the nullspace of the coefficient matrices of singular systems.
		We are attempting to analyze the reliability of the heuristics that are now in use, identify systems that are not solved reliably by the systems that are currently available, and propose any (ideally, minimal) further modifications that could be made to obtain randomized algorithms that are both efficient and reliable in the worst case.
		That is, given a structured linear system of equations, find a solution to a "nearby" structured problem, where "nearby" is measured with respect to the both the input matrix (i.e., the linear coefficients of the structured system of equations) and the right-hand side.
	www.cecm.sfu.ca /~jknauer/mitacs/SymbolicLinearAlgebra.htm (1605 words)

	[No title]
		Computing g(h) for several small values of h gives the class a good idea of what may happen in the limit.
		We’ll now take a break from the computer work and discuss the derivatives of x5, x6, x7, ; we eventually arrive at the conclusion that the derivative of f(x) = xn is f’(x) = nxn-1.
		Large screen monitors Layout of the Mathematics Computer Classroom Figure 1 This table holds two computers and also acts as a desk for two students one on either side.
	archives.math.utk.edu /CTM/FIFTH/Artino/paper.doc (1046 words)

	Computer Algebra I
		The department of Mathematics and Computer Science is offering a two term graduate sequence (Computer Algebra I & II) in computer algebra algorithms during the Winter 99-00 and Spring 99-00 terms.
		This course is of interest to computer science, mathematics, science, and engineering students who are interested in understanding the algorithms underlying computer algebra systems such as Maple.
		Topics to be covered typically include: the algebraic definition of numerical, polynomial and rational function domains, notation for computing time analysis, arithmetic with large integers, rational numbers and multivariate polynomials, modular number arithmetic, greatest common divisors of polynomials (rational function simplification), computing with homomorphic images and the Chinese Remainder Theorem, the modular GCD algorithm.
	www.mcs.drexel.edu /~jjohnson/wi00/ca1.html (473 words)

	Manpage of MAPLE (Site not responding. Last check: 2007-11-06)
		Maple has the ability to algebraically manipulate unbounded integers, exact rational numbers, real numbers with arbitrary precision, symbolic formulae, polynomials, sets, lists, equations, arrays, vectors, and matrices.
		In the mixed kernel mode, for each worksheet in a Maple session, you can select whether it uses a (new) parallel kernel (that is, is independent of other worksheets) or shares a kernel with one (or more) other worksheet(s).
		It is also useful in conjuction with Maple's preprocessor to preview all the preprocessing operations without actually executing anything.
	euclid.trentu.ca /cgi-bin/superman?1+maple (1999 words)

	Math 1314 Syllabus
		College Algebra at St. Edward's University is a course with a technology component.
		Students will be expected to learn and use the Maple V computer algebra system to an appropriate level for this course, and will be expected to go to the computer lab to complete some homework assignments and projects.
		With the advent of computer algebra systems and graphing technologies, students are able to spend less time manipulating and more time thinking about mathematical concepts.
	www.cs.stedwards.edu /~naples/m1314syl.html (711 words)

	Maple-PVS Interface Homepage (Site not responding. Last check: 2007-11-06)
		PVS is a verification system: It consists of a specification language and a theorem prover.
		Maple is a computer algebra system: It is a tool for solving mathematical problems including symbolic computation.
		Because of the limitations of the system, Maple cannot guarantee correctness of all answers.
	www.cas.mcmaster.ca /~socm/software/maplepvs (188 words)

	Zaven Karian's Symbolic Computing Page (Site not responding. Last check: 2007-11-06)
		By contrast, computer algebra systems provide a rich environment for mathematical manipulations but lack many features that are essential for statistical analysis and for probability and statistics instruction.
		Maple procedures are provided for both graphical and numerical comparisons between empirical (simulated) data and theoretical models.
		Statistical Computations: Given a set of measurements, it is possible to explore characteristics of the data without being overwhelmed with tedious calculations.
	www.denison.edu /collaborations/fipse/math/karianold.html (559 words)

	Trinity University Mathematics (Site not responding. Last check: 2007-11-06)
		If you open Maple and select Help from the top menu, and then select New User's Tour, you will find an excellent introduction to Maple that is searchable, is organized into sections, and is chockful of examples.
		Maple V Release 5 demo on basic operations, algebra, and plotting.
		The lecture notes for my Maple V Release 5 tutorial, given in majors' seminar - most of this is geared toward an audience of math majors, though.
	www.trinity.edu /jlawson/teach/math3338/software.html (445 words)

	AXIOM: Contributors - A grand team, right?
		The primary contributors are: Richard D. Jenks (IBM, Yorktown) received a Ph.D. from the University of Illinois and was a principal architect of the Scratchpad computer algebra system (1971).
		Michael Dewar (Bath) received a Ph.D. from the University of Bath for his work on the IRENA system (an interface between the REDUCE computer algebra system and the NAG Library of numerical subpro- grams), and work on interfacing algebraic and numerical systems in general.
		Michael Monagan (ETH, Zurich) received a Ph.D. from the University of Waterloo and is a principal contributor to the Maple computer algebra system.
	www.talkabouteducation.com /group/sci.edu/messages/26544.html (1401 words)

	Maple im RZ an der TUHH
		For the Maple 10.0 is also Student version available.
		Maple is the system for s y m b o l i c and numeric mathematical calculations.
		On the computers in the Rechenzentrum is always installed the latest version of Maple.
	www.tu-harburg.de /rzt/tuinfo/software/comp_alg/maple_v.html (380 words)

	Display Class Syllabus
		Vectors, vector geometry, quadric surfaces, alternative coordinate systems, vector-valued functions, partial derivatives, gradient, optimization, multiple integration, vector fields, integral theorems of vector calculus, and applications.
		The Maple computer algebra system will be used.
		Students must attend classes and may be required to participate in computer labs, projects or other forms of learning and assessment, as determined by their instructor.
	web.byui.edu /catalog/2005-2006/class.asp?major=MATH&class=214 (322 words)

	XML in Mathematical Web Services (Site not responding. Last check: 2007-11-06)
		Watt is one of the original authors of the Maple computer algebra system and the MathML standard for mathematical markup.
		For these, Maple [Maple]was chosen as a functionally rich computer algebra system and the NAG Libraries[NAG] were chosen as an example of a complex suite of numerical software.
		Maple is a general purpose computer algebra system, developed originally at the University of Waterloo, and now developed by Maplesoft Inc. It has a comprehensive range of mathematical functionality, providing tools to manipulate equations and solve problems in most areas of applied mathematics.
	www.orcca.on.ca /~elena/pub/XML2005/DewarWattSmirnovaXML2005.html (9037 words)

	MSp (Site not responding. Last check: 2007-11-06)
		All applied math majors become familiar with the Maple computer algebra system during their first-year calculus sequence.
		The main focus of this project, which follows an overview of the main computer representations of curves and surfaces in CAD programs, is on Bezier representation of splines and non-uniform rational B-splines.
		There is close connection to computer graphics and scientific visualization.
	www.iit.edu /newiit/CM/admissions/pgms/Math/MSp/msp.html (124 words)

	Maxima - A GPL CAS based on DOE-MACSYMA (Site not responding. Last check: 2007-11-06)
		Maxima is a system for the manipulation of symbolic and numerical expressions, including differentiation, integration, Taylor series, Laplace transforms, ordinary differential equations, systems of linear equations, and vectors, matrices, and tensors.
		Maxima is a descendant of Macsyma, the legendary computer algebra system developed in the late 1960s at the Massachusetts Institute of Technology.
		It is the only system based on that effort still publicly available and with an active user community, thanks to its open source nature.
	maxima.sourceforge.net (390 words)

	[No title]
		Maple commands are case-sensitive, so use lower and upper-case letters in commands exactly as they appear in the examples and the Help menu.
		Note that Maple is really just a fancy calculator — although it can accomplish far more than any hand-held machine and we can learn a great deal from appropriate use of this tool.
		These are Maple commands and are similar to the commands you enter on a calculator.
	web.centre.edu /mat/docs/maple-intro.doc (1423 words)

	Computer Algebra Group at SFU
		The CAG maintains a close relationship with Waterloo Maple, Inc., the producer of the computer algebra system Maple.
		Michael Monagan, is one of the authors of Maple.
		Several members of CAG are participating in the Mathematics of Computer Algebra and Analysis Project of The Mathematics of Information Technology and Complex Systems (MITACS), a federally funded Network of Centres of Excellence (NCE).
	www.cecm.sfu.ca /CAG (139 words)

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