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intlsfuzzer/python-ecdsa (press backspace or delete to remove)For some reason, I need to use python3-ecdsa 0.18.0, but the tests/test_jacobi.py failed as below.
======================================================== FAILURES ======================================================== ...
Mingli-001
- 1
- Opened 9 days ago
- #360
In the functions such as sigencode_strings_canonize, sigencode_string_canonize, and sigencode_der_canonize where
canonicalization of the s value in an ECDSA signature is performed with the code :
if s ...
bug
salmonberry7
- 1
- Opened on Feb 3
- #353
The ecdsa PyPI package is a pure Python implementation of ECC (Elliptic Curve Cryptography) with support for ECDSA
(Elliptic Curve Digital Signature Algorithm), EdDSA (Edwards-curve Digital Signature Algorithm) ...
prasadayush
- 1
- Opened on Jan 30
- #352
CVE-2024-23342 is coming in latest version 0.19.0 in security vulnerability
duplicate
parulchawla894
- 1
- Opened on Dec 11, 2024
- #350
The verify_digest should explicitly fail if used with CurveEdTw, otherwise it leads to very hard to understand error:
AttributeError: PublicKey object has no attribute order
By the way, I was trying ...
bug
help wanted
dfordivam
- 1
- Opened on Nov 13, 2024
- #349
After trying to initialize ECDH with Ed25519 and compute a shared secret it returns the following error:
AttributeError: PrivateKey object has no attribute secret_multiplier
I believe it s called __s ...
feature
help wanted
Sarkoxed
- 1
- Opened on Oct 4, 2024
- #348
util.string_to_number seems different from int_to_string
def int_to_string(x): # pragma: no cover
Convert integer x into a string of bytes, as per X9.62.
# deprecated in 0.19
warnings.warn( ...
bug
nmoreaud
- 1
- Opened on Sep 13, 2024
- #346
Here I construct a ECC $y^2 = x^3 + x + 1 mod 23$ . And starting from point $(9, 7)$. Here are three bugs I found. Any
body who is intreated can reproduce the bugs easily.
from ecdsa.ellipticcurve import ...
caoweiquan322
- 3
- Opened on Aug 6, 2024
- #343
The ecdsa PyPI package is a pure Python implementation of ECC (Elliptic Curve Cryptography) with support for ECDSA
(Elliptic Curve Digital Signature Algorithm), EdDSA (Edwards-curve Digital Signature Algorithm) ...
duplicate
shripad-bhat
- 1
- Opened on Jul 24, 2024
- #342
I was experimenting to understand how the library handles failures. I don t expect the following line to work but I do
expect it to raise a different error (MalformedPoint, not Type).
VerifyingKey.from_public_point(INFINITY) ...
bug
help wanted
akarve
- 1
- Opened on Jun 11, 2024
- #341
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