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Vol. 14, No. 1, 2024 |
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Contents
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Schur indices in GAP:
wedderga 4.7+
1–4
Allen Herman |
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The InvariantRing package
for Macaulay2
5–11
Luigi Ferraro, Federico Galetto, Francesca Gandini, Hang Huang, Matthew Mastroeni and Xianglong Ni |
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Computing multiplicity
sequences
13–18
Justin Chen, Youngsu Kim and Jonathan Montaño |
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Tropical computations for
toric intersection theory in Macaulay2
19–29
Alessio Borzì |
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GridPyM: A Python module to
handle grid diagrams
31–39
Agnese Barbensi and Daniele Celoria |
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The
GeometricDecomposability package for Macaulay2
41–50
Mike Cummings and Adam Van Tuyl |
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\texttt{Probability}
package for Macaulay2
51–57
Douglas A. Torrance |
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Implementing real
polyhedral homotopy
59–71
Kisun Lee, Julia Lindberg and Jose Israel Rodriguez |
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The CotangentSchubert
Macaulay2 package
73–85
Paul Zinn-Justin |
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Real solutions to systems
of polynomial equations in Macaulay2
87–95
Jordy Lopez Garcia, Kelly Maluccio, Frank Sottile and Thomas Yahl |
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SubalgebraBases in
Macaulay2
97–109
Michael Burr, Oliver Clarke, Timothy Duff, Jackson Leaman, Nathan Nichols and Elise Walker |
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The
SpecialFanoFourfolds package in Macaulay2
111–116
Giovanni Staglianò |
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Rigorous numerical
integration of algebraic functions
117–132
Nils Bruin, Linden Disney-Hogg and Wuqian Effie Gao |
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Tropical geometric tools
for machine learning: the TML package
133–174
David Barnhill, Ruriko Yoshida, Georgios Aliatimis and Keiji Miura |
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$\mathbb{A}^1$-Brouwer
degrees in Macaulay2
175–187
Nikita Borisov, Thomas Brazelton, Frenly Espino, Thomas Hagedorn, Zhaobo Han, Jordy Lopez Garcia, Joel Louwsma, Wern Juin Gabriel Ong and Andrew R. Tawfeek |
