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At the moment, secret keys are in memory and derivatives thereof as well. It would be great to have a good way on how they can be wiped once they're no longer in use. One way is to store them as bigar…
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Hi, first of all: thank you for the this great tool!
I've noticed that it is not possible to use keys for TLS secured connections that are based on elliptic curves. Only RSA keys seem to be supported…
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Hello, H2C team.
My name is Dimitri Koshelev. I am a post-doc in Paris in the field of elliptic cryptography.
Based on quite complicated interesting mathematics, I constructed new faster hash fu…
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The documentation of `is_kernel_polynomial` in `src/sage/schemes/elliptic_curves/isogeny_small_degree.py` states that the function checks if the polynomial defines a *cyclic* subgroup, but cyclicity…
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**Describe the bug**
ssl_handshake:curve_to_atom() expects the given curve to be an exact match, even though in my understanding the leading zero bytes in its parameters can be trimmed due to DER enc…
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Sage currently cannot compute L-functions of elliptic curves over function fields. Chris Hall and I have developed Cython code so that Sage can make use of our ELLFF (elliptic curve L-functions over…
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### Is there an existing issue for this?
- [X] I have searched the existing issues for a bug report that matches the one I want to file, without success.
### Did you read the documentation and t…
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Root numbers for elliptic curves are currently only implemented via Pari (pari(E).ellrootno()) and only over the rational numbers.
We (Tim Dokchitser's group at Sage Days 22) intend to add the poss…
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This failure has been reported after applying two unrelated patches (#23719 and #24735):
```
File "src/sage/schemes/elliptic_curves/padics.py", line 315, in sage.schemes.elliptic_curves.padics.padi…
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The code for computing all integral points on elliptic curves over QQ has bugs, some due to incorrect formulas in the literature. For example:
```
sage: E = EllipticCurve('2082a1')
sage: E.integra…