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posted by janrinok on Friday May 05, @09:33PM   Printer-friendly

The agency continues its post-quantum cryptography push as it looks to create guidance for all sectors:

The latest step in post-quantum cryptography guidance is helping organizations identify where current public-key algorithms will need to be replaced, as the National Institute of Standards and Technology continues its push to fortify U.S. digital networks ahead of the maturity of quantum computing.

A new draft document previews—and solicits public commentary on—NIST's current post-quantum cryptography guidance.

Current goals outlined in the working draft include helping entities locate where and how public key algorithms are utilized in encryption schemes, developing a strategy to migrate these algorithms to quantum-resilient substitutes and performing interoperability and performance testing.

[...] A major theme of the document is to help organizations understand the security architecture in their networks so that they firmly grasp where post-quantum security measures will need to be implemented and where to prioritize modernization. NIST also aims to compile a definitive inventory of software vendors to support post-quantum cryptography migration.

[...] The new guidance follows NIST's ongoing effort to finalize its quantum-resistant algorithms in 2024 after identifying four in 2022.

Originally spotted on Schneier on Security.

Related: 2023 Will See Renewed Focus on Quantum Computing


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  • (Score: 4, Insightful) by maxwell demon on Saturday May 06, @05:03AM

    by maxwell demon (1608) Subscriber Badge on Saturday May 06, @05:03AM (#1304964) Journal

    The question is, of course, whether the data is still relevant at that time. That of course depends on what you are doing. If you are a journalist who needs to protect your sources, decryption even in 20 years matters a lot. If the secret you're protecting is your password, that information will be obsolete as soon as you change your password, or delete whatever that password was used for.

    --
    The Tao of math: The numbers you can count are not the real numbers.
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