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Calculate Z hash for sm2
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Description

According to GMT 0003.5-2012, Z hash calculation is added in the SM2 signature algorithm step to solve the problem of mutual signature verification with other libraries such as openssl

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Version
1.9.2

Event Timeline

werner triaged this task as Low priority.Feb 9 2021, 7:58 AM
werner added a project: Info Needed.
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We need more information on the why and when of this change. We don't want to maintain different versions of the same algorithm. The I-D expired more than 6 years ago and thus it should not be used as a reference.

We need more information on the why and when of this change. We don't want to maintain different versions of the same algorithm. The I-D expired more than 6 years ago and thus it should not be used as a reference.

Some information:

SM2 (GM/T 0003-2012): elliptic curve cryptographic schemes including digital signature scheme, public key.
According to the newest original formal standard "GM/T 0003.2 Public key cryptographic algorithm SM2 based on elliptic curves -- Part 2: Digital signature algorithm" by China National cryptography Bureau, it does have a calculate about Z_a.

Z_A=H_256(ENTL_A || ID_A || a || b || x_G || y_G || x_A || y_A)

The standard do not have any update since 2012. So the I-D seems not expired at all.

And I found a blog seems written by the SM2 implementation author of libgcrybt -- Tianjia Zhang. He/She drew a red circle on a standard picture of the Z_A.
Maybe we could contact with him.
rC6b55246c7708: Add elliptic curve SM2 implementation.

@bobwxc wrote:
And I found a blog seems written by the SM2 implementation author of libgcrybt -- Tianjia Zhang. He/She drew a red circle on a standard picture of the Z_A.

Excuse me, where is the link to this blog you mentioned?

Excuse me, where is the link to this blog you mentioned?

https://blog.csdn.net/openanolis/article/details/109745157 (only Chinese)
Author marked as "OpenAnolis" which is a blog of Alibaba Cloud. Zhang also from Ali.
This article mentioned the experience and commit of adding SM2 to libgcrypt and thanks NIIBE Yutaka's help.