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	AMPL: A Modeling Language for Mathematical Programming
		Notice to users of AMPL Plus software included in the first edition: You will need to shift to an alternative version to use AMPL in 2003.
		Written by the creators of AMPL, this book is a complete guide for modelers at all levels of experience.
		It begins with a tutorial on widely used linear programming models and presents all of AMPL's features for linear programming with extensive examples.
	www.ampl.com /BOOK (251 words)

	AMPL programming language - CompWisdom (Site not responding. Last check: 2007-10-28)
		In computer science, imperative programming, as opposed to declarative programming, is a programming paradigm that describes computation in terms of a program state and statements that change the program state.
		AMPL is both a language and a computing environment for expressing, solving, and analyzing mathematical programming problems (minimizing or maximizing a function of decision variables, subject to constraints on the variables).
		AMPL passes problems to solvers by writing files, and it is easy to use the solver interface routines in C or C++ programs that read AMPL expression files and evaluate the expressions and their derivatives for arbitrary purposes.
	www.compwisdom.com /topics/AMPL-programming-language (2375 words)

	AMPL
		AMPL® is a comprehensive, powerful and flexible algebraic modeling language for the linear, nonlinear and integer programming problems often encountered in optimization.
		ILOG is an authorized reseller of AMPL, which was developed at Bell Laboratories, the research and development arm of Lucent Technologies.
		Successfully used in demanding mathematical programming modeling applications around the world, AMPL is available from ILOG on a variety of platforms.
	www.ilog.com /products/ampl (467 words)

	AMPL Modeling Language for Mathematical Programming
		AMPL is a comprehensive and powerful algebraic modeling language for linear and nonlinear optimization problems, in discrete or continuous variables.
		Developed at Bell Laboratories, AMPL lets you use common notation and familiar concepts to formulate optimization models and examine solutions, while the computer manages communication with an appropriate solver.
		AMPL's flexibility and convenience render it ideal for rapid prototyping and model development, while its speed and control options make it an especially efficient choice for repeated production runs.
	www.ampl.com (112 words)

	Using AMPL at CAEN
		In an algebraic statement of a linear program, it is customary to use a mathematical shorthand for the variables.
		The AMPL language is intentionally as close to the mathematical form as it can get while still being easy to type on an ordinary keyboard and process by a program.
		AMPL provides a variety of options that let you list or tabulate parameters in conventional ways; but essentially you must provide the name of each set members over which a parameter is indexed, together with the associated value.
	www-personal.umich.edu /~murty/310/ampldoc2.html (1898 words)

	Ampl Language Mathematical Modeling Programming (Site not responding. Last check: 2007-10-28)
		AMPL programming language - AMPL, short for "A Mathematical Programming Language", is a high-level programming language, developed at Bell Laboratories, for describing and solving high complexity problems for large scale mathematical computation (i.e.
		Domain-specific programming language - A domain-specific programming language (domain-specific language, DSL) is a programming language designed to be useful for a specific set of tasks.
		AMPL Modeling Language for Mathematical Programming - AMPL Modeling Language for Mathematical Programming Support for users and prospective users of AMPL, a language and computing environment for describing a broad variety of optimization problems to a range of "solvers" for such problems.
	coding.vvvvvv3.com /ampllanguagemathematicalmodelingprogramming.html (617 words)

	php-deluxe.net - description AMPL programming language
		AMPL, short for A Mathematical Programming Language, is a high-level programming language, developed at Bell Labs, for describing and solving high complexity problems for large scale mathematical computation (i.e.
		AMPL handles linear and nonlinear optimization problems, in discrete or continuous variables.
		One particular advantage of AMPL is the similarity of its syntax to the mathematical notation of optimization problems.
	www.php-deluxe.net /encyclopedia,index.page,AMPL-programming-language.htm (172 words)

	AMPL (Site not responding. Last check: 2007-10-28)
		AMPL is a high level programming language that allows the user to implement optimization problems on a computer in a straightforward way.
		AMPL is used in combination with various solvers, which makes it possible to solve large optimization problems, often, within few seconds.
		AMPL is an acronym for: A Mathematical Programming Language
	home.himolde.no /~lium/AMPL%20General%20Information/AMPL%20What%20is%20it.htm (52 words)

	Dr. Dobb's \| Metamodeling with Perl and AMPL \| January 1, 2005
		AMPL is also one of the modeling languages supported by the NEOS Server for Optimization (http://www-neos.mcs.anl.gov/neos/).
		Little languages provided an attractive option, since they could be powerful enough to generate complex images in an automated way, but limited enough that users could master the syntax for the language in a reasonable amount of time.
		The downside of C/C++ is that programming in the language is difficult and error prone, due to the way low-level memory management and addressing are left in the hands of the programmer.
	www.ddj.com /184416171?pgno=1 (3527 words)

	Science Stuff: Books: AMPL: A Modeling Language for Mathematical Programming
		AMPL is a language for large-scale optimization and mathematical programming problems in production, distribution, blending, scheduling, and many other applications.
		AMPL (the language) is a very powerful and very easy to use Optimization package.
		Users program in AMPL which is more or less pseudocode and then solve LP, nonlinear, combinatorial, integer, etc. programs.
	www.sciencestuff.com /amazon/shop.php?k=Brian+W.+Kernighan&type=Author&mode=Books (343 words)

	Using lpsolve from AMPL
		AMPL (A Mathematical Programming Language) is a high-level language for describing mathematical programs.
		AMPL allows a mathematical programming model to be specified independently of the data used for a specific instance of the model.
		AMPL has a parameter that is used to indicate the outcome of the optimisation process.
	www.mockus.us /optimum/lp2jdk/guide/AMPL.htm (1572 words)

	Optimization Online - Symbolic-Algebraic Computations in a Modeling Language for Mathematical Programming
		Abstract: AMPL is a language and environment for expressing and manipulating mathematical programming problems, i.e., minimizing or maximizing an algebraic objective function subject to algebraic constraints.
		AMPL permits separating a model, i.e., a symbolic representation of a class of problems, from the data required to specify a particular problem instance.
		The net effect is that hidden symbolic and algebraic manipulations play a significant role in making life easier for AMPL users, who usually want to concentrate on formulating and using their intended mathematical programming problems, rather than worrying about arcane technical details.
	www.optimization-online.org /DB_HTML/2000/09/230.html (225 words)

	AMPL Modeling Language for Mathematical Programming
		AMPL is a comprehensive and powerful algebraic modeling language for linear and nonlinear optimization problems, in discrete or continuous variables.
		Developed at Bell Laboratories, AMPL lets you use common notation and familiar concepts to formulate optimization models and examine solutions, while the computer manages communication with an appropriate solver.
		AMPL's flexibility and convenience render it ideal for rapid prototyping and model development, while its speed and control options make it an especially efficient choice for repeated production runs.
	www.ampl.com /ampl (112 words)

	Key AMPL Features
		Simple programs in the AMPL command language can now be written to solve sequences of related problems, for sensitivity analysis and for decomposition or other iterative schemes.
		AMPL: A Modeling Language for Mathematical Programming by Robert Fourer, David M. Gay and Brian W. Kernighan, is published by Duxbury Press, an imprint of Brooks/Cole Publishing Company.
		A tutorial on formulations in linear programming is followed by chapters covering network, nonlinear, and integer programming in AMPL -- all with extensive examples.
	www.ampl.com /key.html (693 words)

	Math Num Analysis (Site not responding. Last check: 2007-10-28)
		matlab program to solve 5 diagonal system from 2D Laplac
		testing programs in lapack does not run with ifc 7.1
		program in c++ for inverse of a matrix or determinant
	www.forum-one.org /group4347-801.html (149 words)

	Introduction to AMPL
		While AMPL does not actually solve mathematical programs by itself, it is an extremely useful language for formulating problems which can then be solved by CPLEX or another solver.
		AMPL is available on all of the SEAS machines named after Simpsons characters: Homer, Marge, Bart, Lisa and Maggie.
		A convenient feature of AMPL is that it allows you to store the mathematical formulation and a data for a problem separately.
	engr.smu.edu /~olinick/emis8374/lectures/ampl.html (603 words)

	ampl -
		AMPL, short for "A Mathematical Programming Language", is a high-level programming language, developed at Bell Laboratories, for describing and solving high complexity problems for large scale mathematical computation ampl (i.e.
		wholesale guitar ampl This allows for a very concise and readable definition of problems in the domain of mathematical programming.
		The primary competitor to AMPL is GAMS (General Algebraic Modeling System), originally developed at the World Bank.
	www.infotechloco.com /Inf-Programming-A---B/AMPL.html (158 words)

	AMPL Papers and Reports: Abstracts & Download Options
		Examples include programs for listing LPs, automatic conversion to the LP dual (shell-script as solver), solvers for various nonlinear problems (with first and sometimes second derivatives computed by automatic differentiation), and getting C or Fortran 77 for non-linear constraints, objectives and their first derivatives.
		AMPL closely resembles the symbolic algebraic notation that many modelers use to describe mathematical programs, yet it is regular and formal enough to be processed by a computer system; it is particularly notable for the generality of its syntax and for the variety of its indexing operations.
		Although algebraic modeling languages are widely used in linear and nonlinear programming applications, their use for combinatorial or discrete optimization has largely been limited to developing integer linear programming models for solution by general-purpose branch-and-bound procedures.
	www.cs.bell-labs.com /cm/cs/what/ampl/REFS/abstracts.html (2140 words)

	Principles of Programming Languages: Lecture 1
		Over the past four decades, thousands of programming languages have been designed and most have been forgotten, but programming language design is by no means a dead area.
		Ultimately, without a semantics, a programming language is just a collection of meaningless phrases; hence, the semantics is the crucial part of a language.
		Indeed, a speaker at a conference held in Houston in 1968 declared that the field of programming languages was dead, since we had understood everything about languages; the speaker was (largely) correct in referring to the syntactic problems that we must solve, but was failing entirely to consider the semantic issues involved.
	www.cs.rice.edu /~javaplt/311/Notes/97/1.html (1346 words)

	Interview with Brian Kernighan \| Linux Journal
		AMPL is a language for specifying optimization problems such as linear programming.
		It seems to me that at the time the idea of creating a new language was not to show one's disgust with another language, or to come up with a language consistent or compatible with one's level of discipline or seriousness as a programmer as is the case these days.
		The authors use perl as an example language in the Practice of Programming: their comments were that it was good for small programs, but that they would want to use something like Java or C++ for a larger program, in order to take advantage of object-orientation.
	www.linuxjournal.com /article.php?sid=7035 (4171 words)

	Information about AMPL
		AMPL is a mathematical programming and optimization modeling language which can be used to solve linear, integer, and nonlinear programming problems.
		Installing AMPL and CPLEX on your Windows computer: Our license now allows you to install the size-unrestricted versions of these programs on your own machine.
		AMPL can also be run remotely on the NEOS server.
	www.rpi.edu /~mitchj/ampldetails.html (472 words)

	AMPL: A Modeling Language for Math Programming Package by Robert Fourer [ISBN: 0534378951] - Find Cheap Textbook Prices ...
		AMPL Plus for Windows offers students a powerful, easy-to-use modeling environment for problems in linear, nonlinear, network and integer programming.
		A full-featured version of AMPL, AMPL Plus accepts problems with up to 300 variables and 300 constraints and gives students full access to algorithmic options.
		With AMPL Plus, all the skills that students learn transfer directly to the job environment.
	www.gettextbooks.com /isbn_0534378951.html (222 words)

	About "AMPL: A Modeling Language for Mathematical Programming" (Site not responding. Last check: 2007-10-28)
		A comprehensive and powerful algebraic modeling language for linear and nonlinear optimization problems, in discrete or continuous variables.
		AMPL lets you use common notation and familiar concepts to formulate optimization models and examine solutions, while the computer manages communication with an appropriate solver.
		The Math Forum is a research and educational enterprise of the Drexel School of Education.
	www.mathforum.org /library/view/18045.html (66 words)

	Key AMPL Features
		Simple programs in the AMPL command language can now be written to solve sequences of related problems, for sensitivity analysis and for decomposition or other iterative schemes.
		AMPL: A Modeling Language for Mathematical Programming by Robert Fourer, David M. Gay and Brian W. Kernighan, is published by Duxbury Press, an imprint of Brooks/Cole Publishing Company.
		A tutorial on formulations in linear programming is followed by chapters covering network, nonlinear, and integer programming in AMPL -- all with extensive examples.
	netlib.bell-labs.com /cm/cs/what/ampl/key.html (688 words)

	News \| Gainesville.com \| The Gainesville Sun \| Gainesville, Fla. (Site not responding. Last check: 2007-10-28)
		He is also coauthor of the AWK and AMPL programming languages.
		He has said that if stranded on an island with only one programming language it would have to be C. The 'K' of K&R C and the 'K' in AWK stand for 'Kernighan'.
		Some parts of the criticism are obsolete due to ISO 7185 (Programming Languages - Pascal), the criticism was written before ISO 7185 was even created.
	www.gainesville.com /apps/pbcs.dll/section?category=NEWS&template=wiki&text=Brian_Kernighan (610 words)

	AMPL OPTIMIZATION - TOMOPT (Site not responding. Last check: 2007-10-28)
		AMPL is a computer language for describing production, distribution, blending, scheduling and many other kinds of problems known generally as large-scale optimization or mathematical programming.
		AMPL's flexibility and convenience make it ideal for rapid prototyping and development of models, while its speed and generality provide the resources required by repeated production runs.
		AMPL includes the fundamental package to run the software for the command line.
	tomopt.com /ampl (214 words)

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