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It would be great if we could do
```
sage: E = EllipticCurve([0,0,0,3,0]) # curve with CM by Q[I]
sage: (1 + I) * P([1,2])
```
This wouldn't be very hard for CM elliptic curves over QQ, since the n…
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It would be nice if the search result downloads for elliptic curves included a corresponding list of labels and a make_data function that would create the elliptic curves, as is done for the genus 2 c…
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This enhancement takes an elliptic curve, finds its defining ideal and then applies the Weil restriction.
Component: **elliptic curves**
Keywords: **weil restriction**
Author: **Hester Graves**
…
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Incorporate work done by Rado Kirov and Jackie Anderson at Sage Days 22, based on Magma implementation by Cremona's student Nook.
See also #12095 (now tagged as duplicate).
Converted to git by Joh…
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This is on Sage 9.4. I've seen it happen on amd64 and on aarch64.
```
File "/nix/store/qc5r48v197p8s6zdwvajbvj8nq23bylz-sage-src-9.4/src/sage/schemes/elliptic_curves/padics.py", line 1237, in sage.…
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### Suggested enhancement
This code takes too long time - around 8 seconds:
LogDebug(("\n\nSSL state connect : %d ", pMbedTLSParams->ssl.state));
LogDebug((" . Performing the SSL/TLS han…
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For elliptic curves over Q with analytic rank 0, it is in principle possible to compute the analytic order of Sha exactly using modular symbols. However, some discussion with @JohnCremona indicates th…
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```
**********************************************************************
File "src/sage/schemes/elliptic_curves/padics.py", line 639, in sage.schemes.elliptic_curves.padics.padic_height
Failed ex…
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https://github.com/bitpay/bitcore/blob/f778e62c3bcaa6799f8be0bd870d7e3910d7e16f/packages/bitcore-lib/package.json#L43
has been long unmaintained; and had a few CVEs. I suggest doing following actio…
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Hi all,
My name is Dimitri Koshelev. I am a researcher from Moscow and Paris. My field of science is pairing-based cryptography.
Earlier I posted on the site ethresear.ch [my new point compressi…