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DanGraysonDanGrayson
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get ready for next release
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‎M2/Macaulay2/packages/=distributed-packages

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@@ -255,4 +255,4 @@ PseudomonomialPrimaryDecomposition
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PolyominoIdeals
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MatchingFields
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CellularResolutions
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SagbiGbDetection
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SagbiGbDetection

‎M2/Macaulay2/packages/DecomposableSparseSystems/examples/_solve__Decomposable__System.out

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@@ -102,6 +102,16 @@ The mixed volume of
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is 3
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yet we found 2 points
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Attempting to find all 3 points via monodromy.
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Found:2 solutions via monodromy
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Found:3 solutions via monodromy
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Found:3 solutions via monodromy
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Found:3 solutions via monodromy
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Found:3 solutions via monodromy
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Found:3 solutions via monodromy
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Found:3 solutions via monodromy
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Found:3 solutions via monodromy
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Found:3 solutions via monodromy
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Found:3 solutions via monodromy
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Monodromy recovery was successful
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basicSolver: Computed 3 solutions
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‎M2/Macaulay2/packages/GraphicalModelsMLE.m2

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@@ -44,7 +44,21 @@ newPackage(
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Headline => "maximum likelihood estimates for graphical statistical models",
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Keywords => {"Algebraic Statistics"},
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DebuggingMode => true,
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PackageExports => {"GraphicalModels","Graphs","EigenSolver","NumericalAlgebraicGeometry","StatGraphs"}
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PackageExports => {"GraphicalModels","Graphs","EigenSolver","NumericalAlgebraicGeometry","StatGraphs"},
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Certification => {
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"journal name" => "The Journal of Software for Algebra and Geometry",
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"journal URI" => "http://j-sag.org/",
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"article title" => "Computing maximum likelihood estimates for Gaussian graphical models with Macaulay2",
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"acceptance date" => "14 March 2022",
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"published article URI" => "https://msp.org/jsag/2022/12-1/p01.xhtml",
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"published article DOI" => "10.2140/jsag.2022.12.1",
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"published code URI" => "https://msp.org/jsag/2022/12-1/jsag-v12-n1-x01-GraphicalModelsMLE.zip",
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"repository code URI" => "http://github.com/Macaulay2/M2/blob/master/M2/Macaulay2/packages/GraphicalModelsMLE.m2",
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"release at publication" => "f0aaf5e74216283f022f7773bc1116f8de6b944b", -- git commit number in hex
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"version at publication" => "1.0",
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"volume number" => "12",
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"volume URI" => "https://msp.org/jsag/2022/12-1/"
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}
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)
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export {
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"checkPD",

‎M2/Macaulay2/packages/Jets.m2

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@@ -34,7 +34,21 @@ newPackage(
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Headline => "compute jets of various algebraic, geometric and combinatorial objects",
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PackageImports => {"SimpleDoc","EdgeIdeals"},
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PackageExports => {"EdgeIdeals"},
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DebuggingMode => false
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DebuggingMode => false,
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Certification => {
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"journal name" => "The Journal of Software for Algebra and Geometry",
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"journal URI" => "http://j-sag.org/",
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"article title" => "Computing with jets",
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"acceptance date" => "20 October 2022",
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"published article URI" => "https://msp.org/jsag/2022/12-1/p06.xhtml",
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"published article DOI" => "10.2140/jsag.2022.12.43",
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"published code URI" => "https://msp.org/jsag/2022/12-1/jsag-v12-n1-x06-Jets.m2",
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"repository code URI" => "http://github.com/Macaulay2/M2/blob/master/M2/Macaulay2/packages/Jets.m2",
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"release at publication" => "b0d482205848caeda2616f4ed58be2a6783e88a2", -- git commit number in hex
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"version at publication" => "1.1",
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"volume number" => "12",
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"volume URI" => "https://msp.org/jsag/2022/12-1/"
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}
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)
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‎M2/Macaulay2/packages/LinearTruncations.m2

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@@ -8,7 +8,21 @@ newPackage(
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{Name => "Navid Nemati", Email => "Navid.Nemati@inria.fr"}},
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Headline => "find the multigraded truncations that give linear resolutions",
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PackageExports => {"Truncations", "TateOnProducts"},
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DebuggingMode => false
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DebuggingMode => false,
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Certification => {
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"journal name" => "The Journal of Software for Algebra and Geometry",
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"journal URI" => "http://j-sag.org/",
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"article title" => "Linear truncations package for Macaulay2",
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"acceptance date" => "18 May 2022",
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"published article URI" => "https://msp.org/jsag/2022/12-1/p02.xhtml",
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"published article DOI" => "10.2140/jsag.2022.12.11",
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"published code URI" => "https://msp.org/jsag/2022/12-1/jsag-v12-n1-x02-LinearTruncations.m2",
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"repository code URI" => "http://github.com/Macaulay2/M2/blob/master/M2/Macaulay2/packages/LinearTruncations.m2",
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"release at publication" => "c1b72330821054c17b07c574649d98ac577cb3af", -- git commit number in hex
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"version at publication" => "1.0",
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"volume number" => "12",
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"volume URI" => "https://msp.org/jsag/2022/12-1/"
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}
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)
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export{

‎M2/Macaulay2/packages/Macaulay2Doc/changes.m2

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@@ -6,6 +6,7 @@ document {
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Key => "changes to Macaulay2, by version",
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Subnodes => {
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TO "changes made for the next release",
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TO "changes, 1.22",
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TO "changes, 1.21",
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TO "changes, 1.20",
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TO "changes, 1.19.1",
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document {
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Key => "changes, 1.22",
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UL {
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LI { "packages that have been published and certified:",
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UL {
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-- LI { star, " ", TO "::", ", a package by ... for ..., has been published." },
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LI { star, " ", TO "GraphicalModelsMLE::GraphicalModelsMLE", ", a package by
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Carlos Amendola, Luis David Garcia Puente, Roser Homs Pons, Olga Kuznetsova,
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Harshit J Motwani, Elina Robeva, and David Swinarski, for maximum likelihood
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estimates for graphical statistical models, has been published." },
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LI { star, " ", TO "LinearTruncations::LinearTruncations", ", a package by Lauren Cranton Heller,
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David Eisenbud, and Navid Nemati for finding multigraded truncations that give linear resolutions,
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has been published."
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},
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LI { star, " ", TO "RationalMaps::RationalMaps", ", a package by Karl Schwede,
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Daniel Smolkin, S. Hamid Hassanzadeh, and C. J. Bott, for working with rational maps, has been published." },
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LI { star, " ", TO "PseudomonomialPrimaryDecomposition::PseudomonomialPrimaryDecomposition", ", a package by Alan
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A. Veliz-Cuba for primary decomposition of square free pseudomonomial ideals, has been published."},
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LI { star, " ", TO "NoetherianOperators::NoetherianOperators", ", a package by Robert Krone, Justin Chen,
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Marc Harkonen, Yairon Cid-Ruiz, and Anton Leykin, for numerically computing local dual spaces,
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Hilbert functions, and Noetherian operators, has been published." },
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LI { star, " ", TO "Jets::Jets", ", a package by Federico Galetto and
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Nicholas Iammarino, for computing jets of various algebraic, geometric and combinatorial objects, has been published." }
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}
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},
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LI { "new packages:",
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UL {
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-- LI { TO "::", ", a package by ... for ..., has been added." },
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LI { TO "HolonomicSystems::HolonomicSystems", ", a package by Mahrud Sayrafi, Christine Berkesch, Anton Leykin, and
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Harrison Tsai for holonomic systems, has been added. The code was originally in the Dmodules package." },
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LI { TO "BernsteinSato::BernsteinSato", ", a package by Anton Leykin and Harrison Tsai for Bernstein-Sato,
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has been added. The code was originally in the Dmodules package." },
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LI { TO "PolyominoIdeals::PolyominoIdeals", ", a package by Carmelo Cisto, Francesco Navarra, and Rizwan Jahangir for
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binomial ideals of collections of cells, has been added." },
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LI { TO "MatchingFields::MatchingFields", ", a package by Oliver Clarke for matching fields, has been added." },
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LI { TO "CellularResolutions::CellularResolutions", ", a package by Jay Yang and Aleksandra Sobieska for
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cellular resolutions of monomial ideals, has been added." },
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LI { TO "SagbiGbDetection::SagbiGbDetection", ", a package by Viktoriia Borovik, Timothy Duff, and Elima Shehu for verifying
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whether the given generators of an ideal form the Gr\"obner basis or whether the given generators of a finitely
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generated subalgebra of a polynomial ring are the SAGBI basis, has been added." }
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}
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},
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LI { "functionality added:",
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UL {
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LI { "A ", TO RingMap, " object may now be raised to the 0th power if its ", TO source, " and ", TO target, " agree." },

‎M2/Macaulay2/packages/NCAlgebra/examples/___Basic_spoperations_spon_spnoncommutative_spalgebras.out

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@@ -332,7 +332,7 @@ i45 : E' = QQ[x,y,z,w,SkewCommutative=>true]
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o45 = E'
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o45 : PolynomialRing, 4 skew commutative variables
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o45 : PolynomialRing, 4 skew commutative variable(s)
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i46 : E = toNCRing E'
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--Calling Bergman for NCGB calculation.
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o54 = C''
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o54 : PolynomialRing, 4 skew commutative variables
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o54 : PolynomialRing, 4 skew commutative variable(s)
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i55 : y*x
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‎M2/Macaulay2/packages/NCAlgebra/examples/_matrix_lp__N__C__Ring__Map_rp.out

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@@ -12,7 +12,7 @@ i2 : B = QQ[a,b,c,SkewCommutative=>true]
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o2 = B
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o2 : PolynomialRing, 3 skew commutative variables
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o2 : PolynomialRing, 3 skew commutative variable(s)
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i3 : f = ncMap(B,A,{a^3,b^2,a+b,a-b})
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‎M2/Macaulay2/packages/NCAlgebra/examples/_to__M2__Ring.out

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@@ -44,7 +44,7 @@ i7 : C = toM2Ring(A,SkewCommutative=>true)
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o7 = C
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o7 : PolynomialRing, 4 skew commutative variables
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o7 : PolynomialRing, 4 skew commutative variable(s)
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i8 : x*y-y*x
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‎M2/Macaulay2/packages/NoetherianOperators.m2

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@@ -20,11 +20,25 @@ newPackage(
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PackageImports => {"PrimaryDecomposition"},
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AuxiliaryFiles => false,
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DebuggingMode => false,
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Keywords => {"Numerical Algebraic Geometry", "Commutative Algebra"}
24-
)
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Keywords => {"Numerical Algebraic Geometry", "Commutative Algebra"},
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Certification => {
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"journal name" => "The Journal of Software for Algebra and Geometry",
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"journal URI" => "http://j-sag.org/",
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"article title" => "Noetherian operators in Macaulay2",
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"acceptance date" => "26 September 2022",
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"published article URI" => "https://msp.org/jsag/2022/12-1/p05.xhtml",
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"published article DOI" => "10.2140/jsag.2022.12.33",
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"published code URI" => "https://msp.org/jsag/2022/12-1/jsag-v12-n1-x05-NoetherianOperators.m2",
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"repository code URI" => "http://github.com/Macaulay2/M2/blob/master/M2/Macaulay2/packages/NoetherianOperators.m2",
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"release at publication" => "28faaabb38111c186c23ef6e6a3d487b0823390e", -- git commit number in hex
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"version at publication" => "2.2.1",
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"volume number" => "12",
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"volume URI" => "https://msp.org/jsag/2022/12-1/"
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}
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)
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debug NumericalLinearAlgebra
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export {
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"truncatedDual",
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"zeroDimensionalDual",

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