github.com/supranational/blst

When complemented with a check for infinity, blst skips performing a signature group-check. Formally speaking, infinity is the identity element of the elliptic curve group and as such it is a member of the group, so the group-check should be performed. The fix performs the check even in the presence of infinity.

When complemented with a check for infinity, blst skips performing a signature group-check. Formally speaking, infinity is the identity element of the elliptic curve group and as such it is a member of the group, so the group-check should be performed. The fix performs the check even in the presence of infinity.

When complemented with a check for infinity, blst skips performing a signature group-check. Formally speaking, infinity is the identity element of the elliptic curve group and as such it is a member of the group, so the group-check should be performed. The fix performs the check even in the presence of infinity.

When complemented with a check for infinity, blst skips performing a signature group-check. Formally speaking, infinity is the identity element of the elliptic curve group and as such it is a member of the group, so the group-check should be performed. The fix performs the check even in the presence of infinity.

When complemented with a check for infinity, blst skips performing a signature group-check. Formally speaking, infinity is the identity element of the elliptic curve group and as such it is a member of the group, so the group-check should be performed. The fix performs the check even in the presence of infinity.

When complemented with a check for infinity, blst skips performing a signature group-check. Formally speaking, infinity is the identity element of the elliptic curve group and as such it is a member of the group, so the group-check should be performed. The fix performs the check even in the presence of infinity.

When complemented with a check for infinity, blst skips performing a signature group-check. Formally speaking, infinity is the identity element of the elliptic curve group and as such it is a member of the group, so the group-check should be performed. The fix performs the check even in the presence of infinity.

When complemented with a check for infinity, blst skips performing a signature group-check. Formally speaking, infinity is the identity element of the elliptic curve group and as such it is a member of the group, so the group-check should be performed. The fix performs the check even in the presence of infinity.

Potential creation of an invalid signature from correct inputs.

Some inputs to the blst_fp_eucl_inverse function can produce incorrect outputs. This could theoretically permit the creation of an invalid signature from correct inputs.

When complemented with a check for infinity, blst skips performing a signature group-check. Formally speaking, infinity is the identity element of the elliptic curve group and as such it is a member of the group, so the group-check should be performed. The fix performs the check even in the presence of infinity.

Potential creation of an invalid signature from correct inputs.

Some inputs to the blst_fp_eucl_inverse function can produce incorrect outputs. This could theoretically permit the creation of an invalid signature from correct inputs.

When complemented with a check for infinity, blst skips performing a signature group-check. Formally speaking, infinity is the identity element of the elliptic curve group and as such it is a member of the group, so the group-check should be performed. The fix performs the check even in the presence of infinity.

Potential creation of an invalid signature from correct inputs.

Some inputs to the blst_fp_eucl_inverse function can produce incorrect outputs. This could theoretically permit the creation of an invalid signature from correct inputs.