SubalgebraBases in Macaulay2
SubalgebraBases in Macaulay2
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DOI：
10.2140/jsag.2024.14.97
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发表时间：
2023-02
期刊：
影响因子：
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通讯作者：
Michael A. Burr;Oliver Clarke;Timothy Duff;Jackson Leaman;Nathan S. Nichols;Elise Walker
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文献类型：
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作者：
Michael A. Burr;Oliver Clarke;Timothy Duff;Jackson Leaman;Nathan S. Nichols;Elise Walker
我们描述了一个最近恢复的版本的软件包SubalgberaBases，这是分布在Macaulay 2计算机代数系统。该软件包允许用户计算和操作subagebra基地-这也被称为SAGBI基地或规范基地，并形成了一类特殊的Khovanskii基地-多项式环和他们的继承人。我们提供了SubalgberaBases的设计和功能的概述，并演示了该软件包如何在几个激励性的示例中工作。
We describe a recently revived version of the software package SubalgberaBases, which is distributed in the Macaulay2 computer algebra system. The package allows the user to compute and manipulate subagebra bases -- which are also known as SAGBI bases or canonical bases and form a special class of Khovanskii bases -- for polynomial rings and their quotients. We provide an overview of the design and functionality of SubalgberaBases and demonstrate how the package works on several motivating examples.