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Vol. 11, No. 1, 2021 |
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Phylogenetic trees
1–7
Hector Baños, Nathaniel Bushek, Ruth Davidson, Elizabeth Gross, Pamela E. Harris, Robert Krone, Colby Long, Allen Stewart and Robert Walker |
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Software for doing
computations in graded Lie algebras
9–14
Clas Löfwall and Samuel Lundqvist |
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The relative canonical
resolution: Macaulay2-package, experiments and
conjectures
15–24
Christian Bopp and Michael Hoff |
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The FrobeniusThresholds
package for Macaulay2
25–39
Daniel J. Hernández, Karl Schwede, Pedro Teixeira and Emily E. Witt |
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Computing theta functions
with Julia
41–51
Daniele Agostini and Lynn Chua |
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Decomposable sparse
polynomial systems
53–59
Taylor Brysiewicz, Jose Israel Rodriguez, Frank Sottile and Thomas Yahl |
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A package for computations
with sparse resultants
61–69
Giovanni Staglianò |
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ExteriorModules: a package
for computing monomial modules over an exterior algebra
71–81
Luca Amata and Marilena Crupi |
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The Schur–Veronese package
in Macaulay2
83–87
Juliette Bruce, Daniel Erman, Steve Goldstein and Jay Yang |
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admcycles - a Sage package
for calculations in the tautological ring of the moduli space
of stable curves
89–112
Vincent Delecroix, Johannes Schmitt and Jason van Zelm |
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Coding theory package for
Macaulay2
113–122
Taylor Ball, Eduardo Camps, Henry Chimal-Dzul, Delio Jaramillo-Velez, Hiram López, Nathan Nichols, Matthew Perkins, Ivan Soprunov, German Vera-Martínez and Gwyn Whieldon |
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Threaded Gröbner bases: a
Macaulay2 package
123–127
Sonja Petrović and Shahrzad Zelenberg |
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Standard pairs of monomial
ideals over nonnormal affine semigroups in SageMath
129–142
Byeongsu Yu |
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Computations with rational
maps between multi-projective varieties
143–153
Giovanni Staglianò |
