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-- -*- coding: utf-8 -*- doc /// Node Key Macaulay2Doc "Macaulay2" Headline Macaulay2 documentation Description Code IMG ("src" => replace("PKG", "Style", currentLayout#"package") | "9planets.gif", "alt" => "image of nine planets") Text Macaulay2 is an interpreted, dynamically typed programming language designed to support research in commutative algebra, algebraic geometry and related fields. All components of the language are open sourced, including over two hundred contributed packages, and generously funded by the National Science Foundation. Tree :Getting Started > "setting up Macaulay2" > "a first Macaulay2 session" > "reading the documentation" > "getting help or reporting bugs" -- TODO: "contributing to Macaulay2" -- Macaulay2 is an open source project, and we welcome programming contributions of all kinds. :Reference Manual > "The Macaulay2 language" > "packages provided with Macaulay2" :Mathematical Objects > "rings" > "ideals" > "matrices" > "modules" > @TO2(map, "morphisms")@ > @TO2("Complexes :: Complexes", "chain complexes")@ (also see @TO2("OldChainComplexes :: OldChainComplexes", "legacy version")@) > @TO2("Varieties :: Varieties", "varieties and sheaves")@ :Mathematical Tutorials -- In this section we present some tutorials that aim to introduce -- the user to some mathematical ways of using Macaulay2. The tutorials -- are relatively independent of each other, and each one introduces the use -- of some features of Macaulay2 in a slow and leisurely way, assuming the -- reader is already familiar with the mathematical concepts involved. -- -- @TO "David Eisenbud"@ joins us as a co-author of these tutorials. > "A first course in commutative algebra" > "Tutorial: Modules in Macaulay2" > "Tutorial: Elementary uses of Gröbner bases" > "Tutorial: Canonical Embeddings of Plane Curves and Gonality" > "Tutorial: Fano varieties" > "Tutorial: Divisors" :Mathematical Computations > "elementary arithmetic" > "commutative algebra" > "homological algebra" > "algebraic geometry" > "combinatorics" > "analytic functions" Tree :Appendix > "changes to Macaulay2, by version" -- Mike wanted this: TO "frequently encountered problems" > "replacements for commands and scripts from Macaulay" Acknowledgement Tree > "Acknowledgements" > "Copyright and license" Contributors Tree > "The authors of Macaulay2" > "The authors of Macaulay2 packages" - The contributors of Macaulay2 documentation: - Daniel Grayson - Michael Stillman - Mahrud Sayrafi - Doug Torrance - Paul Zinn-Justin - Lily Silverstein - Frédéric Chapoton - Zach Teitler - Anton Leykin - Guillem Blanco - Dave Barton - Brian Pike - Michael Burr - Frank Moore - Fatemeh Tarashi - Dylan Peifer - Thomas Kahle - Marc Harkonen - David Eisenbud - Boyana Martinova - Eliana Duarte - Lars Kastner - Kinsun Lee -- the following contributors don't appear in git history -- but have been credited in various documentation files. - Sorin Popescu - Manoj Kummini - Leah Gold - Amelia Taylor - Giulio Caviglia - Gregory G. Smith - Wolfram Decker - Jonah Blasiak - Josephine Yu - Irena Peeva References -- TODO: node to be written, will point to our book, Hal's book, Mike's Arizona notes, Sage, etc: @UL { LI { HREF{"https://macaulay2.com/", "Macaulay2.com"}, " website, for online documentation, binary distributions, etc." }, LI { SPAN "Computations in algebraic geometry with Macaulay2, Algorithms and Computations in Mathematics (No. 8), edited by David Eisenbud, Daniel R. Grayson, Michael E. Stillman, and Bernd Sturmfels, Springer-Verlag, 2001, ISBN 3-540-42230-7." }, LI { SPAN "Computational Algebraic Geometry, London Mathematical Society Student Texts (No. 58), by Hal Schenck, Cambridge University Press, 2003 ISBN: 0-521-53650-2." } }@ /// end-- restart --errorDepth=1 --debugLevel=1 elapsedTime loadPackage("Macaulay2Doc", LoadDocumentation => true, Reload => true) elapsedTime installPackage( Macaulay2Doc, Verbose => true, RerunExamples => false, CheckDocumentation => true, IgnoreExampleErrors => false, RemakeAllDocumentation => false, InstallPrefix => "/home/mahrud/Projects/M2/quickfix/M2/BUILD/build/usr-dist/", UserMode => false, MakeInfo => false, SeparateExec => true, DebuggingMode => true)