CVE-2026-54872: Timing Side-Channel in Scalar Multiplication for Non-NIST EC Curves

Published Sep 29, 2026
·
Updated

Issue summary: The generic elliptic-curve scalar multiplication used for ECDSA and SM2 signature operations with curves that do not have a dedicated implementation leaks information about the secret nonce through timing.

Other sources

Timing Side-Channel in Scalar Multiplication for Non-NIST EC Curves

— Microsoft

Affected Software

11 affected componentsFixes available
OpenSSL OpenSSL
debian/openssl<=3.0.20-1~deb12u2, <=3.0.22-1~deb12u1, <=3.5.7-1~deb13u2, <=3.6.4-1
3.5.7-1~deb13u33.6.5-1
OpenSSL OpenSSL>=1.0.2<1.0.2zs
OpenSSL OpenSSL>=1.1.1<1.1.1zj
OpenSSL OpenSSL>=3.0.0<3.0.23
OpenSSL OpenSSL>=3.4.0<3.4.8
OpenSSL OpenSSL>=3.5.0<3.5.9
OpenSSL OpenSSL>=3.6.0<3.6.5
OpenSSL OpenSSL>=4.0.0<4.0.3
Microsoft azl3 edk2 20240524git3e722403cd16-20<20240524git3e722403cd16-21
20240524git3e722403cd16-21
Microsoft azl3 openssl 3.3.7-6<3.3.7-7
3.3.7-7

Remediation

Recommended actions to resolve this vulnerability, in priority order.

  1. Upgrade

    Upgrade debian/openssl to a version that resolves this vulnerability.

    Fixed in 3.5.7-1~deb13u3Fixed in 3.6.5-1
  2. Upgrade

    Upgrade to a fixed release to a version that resolves this vulnerability.

    Fixed in 20240524git3e722403cd16-21
  3. Upgrade

    Upgrade to a fixed release to a version that resolves this vulnerability.

    Fixed in 3.3.7-7

Event History

Sep 29, 2026
CVE Published
via MITRE·03:32 PM
Data Sourced
via MITRE·03:32 PM
DescriptionWeakness
Data Sourced
via NVD·04:17 PM
RemedyDescriptionSeverityWeaknessAffected Software
Oct 3, 2026
Data Sourced
via Microsoft·08:19 AM
DescriptionSeverityWeaknessAffected Software

Frequently Asked Questions

1

Which signing deployments are exposed to this timing leak?

Applications performing ECDSA signatures with Brainpool or other generic prime curves are affected. SM2 signing is affected on platforms that use the generic implementation; the impact is greatest for curves whose group order is on a machine-word boundary, such as brainpoolP384r1.

2

Are common NIST ECDSA curves affected?

No. The provided advisory states that NIST P-256, P-384, and P-521 have dedicated implementations and are not affected by the generic scalar-multiplication issue.

3

What must an attacker be able to do to recover a private key?

The attacker must be able to measure signing times and collect a large number of measurements. The individual timing leak is very small, but nonce information accumulated across signatures may support a lattice or Hidden Number Problem attack to recover the private key.

Contact

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