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We can now compute Yoneda representatives! 9ed92e4 . Run it with cargo run --release test and then input your favorite class to decompose.
There is much room for improvement in the code
Implement a version of Subspace that is suitable when most of the basis vectors of the subspace are also basis vectors of the total space. This way we can replace a lot of row reduction by simple masking.
Implement a smarter algorithm for finding Yoneda representatives.
If the Yoneda representatives obtained after the previous step is small enough, replace the resulting modules with equivalent finite dimensional modules.
Use this for something!
The text was updated successfully, but these errors were encountered:
We can now compute Yoneda representatives! 9ed92e4 . Run it with
cargo run --release test
and then input your favorite class to decompose.There is much room for improvement in the code
Subspace
that is suitable when most of the basis vectors of the subspace are also basis vectors of the total space. This way we can replace a lot of row reduction by simple masking.The text was updated successfully, but these errors were encountered: