Comments (2)
I'll look into the pseudo_hnf
-thing.
(L == L2
gives true for me though.)
from hecke.jl.
Thanks!
Yes in the current version of the equality for AbstractLat
, it works. This has to be changed for hashing, and so we need to compare pseudo-hnf (which should be unique), and not only check whether they define the same module (which we currently do).
from hecke.jl.
Related Issues (20)
- Recent renamings
- The code should not assume that the kernel has a specific form
- Untangle different `factor` functions HOT 1
- `quo(::AbsAlgAssIdl, ::AbsAlgAssIdl)` not correct
- LocalFundamentalClass Serre tests fail randomly
- Use `AbstractAlgebra.should_show_banner`
- Stack overflow / segfault in simplify HOT 1
- Souvignier-Plesken algorithm with additional fixed quadratic forms HOT 1
- Cannot find e.g. `quadratic_field` or `wildanger_field` when searching the Hecke manual HOT 3
- Add `kernel` for residue field maps HOT 1
- setprecision!(f::CompletionMap) HOT 4
- Precision loss in p-adic linear algebra HOT 7
- `representative` for hermitian genera doing something wrong HOT 2
- Random test failures in `NfOrd/PicardGroup.jl` HOT 5
- Printing for polynomials over the p-adic valuation rings misses parenthesis HOT 1
- Multiplication in local fields spends most of the time in multiplying ramification index with the valuation HOT 2
- Inconsistent printing of zero in p-adic and q-adic fields
- Rename `rres` to `reduced_resultant` HOT 1
- Error in `absolute_coordinates` method with native prime fields HOT 2
- Error in addeq! for MatAlgebraElem
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from hecke.jl.