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Finitely Presented Modules over the Steered Algebra in Sage by Michael J. Catamaran ESSAYSubmitted to the College of Liberal Arts and Sciences, Wayne State University, Detroit, Michigan, in partial

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01

Start by identifying the generators and relations of the module.

02

Write the generators as a free module, M, over a given ring.

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04

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What is finitely presented modules over?

Finitely presented modules are modules that can be generated by finitely many elements subject to certain relations.

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Individuals or organizations that want to study properties of modules in algebra or representation theory.

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Fill out the module with a finite number of generators and relations to describe its properties.

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The purpose is to understand the structure and behavior of modules in various mathematical contexts.

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Information about the generators and relations that define the module.

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