IGL Spring 2020 - Finite Subalgebras of the Steenrod Algebra and their Modules
From Philipp Hieronymi
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From Philipp Hieronymi
The goal with the project is to study the Steenrod Algebra under p=3 and to identify and construct modules over the Steenrod Algebra which cannot be extended to the entire algebra. Using the Adem Relation, we can express a given element of A(1) in an admissible form and study its connections to other elements of A(1).