Post-Quantum Cybersecurity Resources


Post-Quantum Cryptography Algorithms 

In response to requests from our National Security Systems (NSS) partners, NSA Cybersecurity shares its view on the remaining algorithms in the NIST post-quantum standardization effort, which can be found below. Sharing this analysis publicly represents one aspect of NSA’s efforts to be more transparent in the way we secure NSS. NIST helps us advance the adoption and deployment of secure post-quantum cryptography, which are vital to the defense of our nation.  

NSA Cybersecurity reviewed the security analysis and performance characteristics of the proposals, and we are confident in those lattice-based schemes with strong dependence on well-studied mathematical problems and in hash-based signatures for certain niche solutions. 

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Lattice-based cryptography: 

Lattice-based cryptography derives its security from the related problems of finding a short vector in a lattice or finding a lattice vector that is close to a target vector not in the lattice. These systems are fairly well-studied in cryptologic literature, and analysis suggests that these systems can be secure when well-parameterized. We agree with the NIST assessment, documented in NISTIR 8309: Status Report on the Second Round of the NIST Post-Quantum Cryptography Standardization Process, that these are among the most efficient post-quantum designs. Based on their history of analysis and implementation efforts, NSA CSD expects that a NIST-candidate lattice-based signature and a NIST-candidate lattice-based key encapsulation mechanism will be approved for NSS.  

Hash-based signatures: 

Hash-based signatures are based on the well-understood security of inverting a hash function. These systems are also fairly well-studied in cryptologic literature, and analysis suggests that these systems can be secure when well-parameterized. However, the stateful versions have a limited number of allowable signatures per public key and require the signer to maintain an internal state. Because of this, they are not suitable for all applications. NSA CSD expects that the stateful signatures LMS and XMSS will be standardized by NIST in NIST SP 800-208 and approved for NSS solutions for certain niche applications where maintaining state is not a problem. 

At the present time, NSA CSD does not anticipate the need to approve other post-quantum cryptographic technologies for NSS usage, but recognizes circumstances could change going forward. A variety of factors—including confidence in security and performance, interoperability, systems engineering, budgeting, procurement, and other requirements—could affect such decisions.

Quantum key distribution and quantum key cryptography

Quantum key distribution utilizes the unique properties of quantum mechanical systems to generate and distribute cryptographic keying material using special purpose technology. Quantum cryptography uses the same physics principles and similar technology to communicate over a dedicated communications link.NSA continues to evaluate the usage of cryptography solutions to secure the transmission of data in National Security Systems. NSA does not recommend the usage of quantum key distribution and quantum cryptography for securing the transmission of data in National Security Systems (NSS) unless the limitations below are overcome.

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NSA continues to evaluate the usage of cryptography solutions to secure the transmission of data in National Security Systems. NSA does not recommend the usage of quantum key distribution and quantum cryptography for securing the transmission of data in National Security Systems (NSS) unless the limitations below are overcome.

What are Quantum Key Distribution (QKD) and Quantum Cryptography (QC)?

Quantum key distribution utilizes the unique properties of quantum mechanical systems to generate and distribute cryptographic keying material using special purpose technology. Quantum cryptography uses the same physics principles and similar technology to communicate over a dedicated communications link. Published theories suggest that physics allows QKD or QC to detect the presence of an eavesdropper, a feature not provided in standard cryptography.

Quantum-resistant algorithms are implemented on existing platforms and derive their security through mathematical complexity. These algorithms used in cryptographic protocols provide the means for assuring the confidentiality, integrity, and authentication of a transmission—even against a potential future quantum computer. The National Institute of Standards and Technology (NIST) is presently conducting a rigorous selection process to identify quantum-resistant (or post-quantum) algorithms for standardization1. Once NIST completes its selection process, NSA will issue updated guidance through CNSSP-15.

Understanding the QKD/QC story

Quantum key distribution and Quantum cryptography vendors—and the media—occasionally state bold claims based on theory—e.g., that this technology offers “guaranteed” security based on the laws of physics. Communications needs and security requirements physically conflict in the use of QKD/QC, and the engineering required to balance these fundamental issues has extremely low tolerance for error. Thus, security of QKD and QC is highly implementation-dependent rather than assured by laws of physics. Although we refer to QKD only to simplify discussion below, similar statements can be made for QC.

Technical limitations


  1. Quantum key distribution is only a partial solution. QKD generates keying material for an encryption algorithm that provides confidentiality. Such keying material could also be used in symmetric key cryptographic algorithms to provide integrity and authentication if one has the cryptographic assurance that the original QKD transmission comes from the desired entity (i.e. entity source authentication). QKD does not provide a means to authenticate the QKD transmission source. Therefore, source authentication requires the use of asymmetric cryptography or preplaced keys to provide that authentication. Moreover, the confidentiality services QKD offers can be provided by quantum-resistant cryptography, which is typically less expensive with a better understood risk profile.

  2. Quantum key distribution requires special purpose equipment. QKD is based on physical properties, and its security derives from unique physical layer communications. This requires users to lease dedicated fiber connections or physically manage free-space transmitters. It cannot be implemented in software or as a service on a network, and cannot be easily integrated into existing network equipment. Since QKD is hardware-based it also lacks flexibility for upgrades or security patches.

  3. Quantum key distribution increases infrastructure costs and insider threat risks. QKD networks frequently necessitate the use of trusted relays, entailing additional cost for secure facilities and additional security risk from insider threats. This eliminates many use cases from consideration.

  4. Securing and validating quantum key distribution is a significant challenge. The actual security provided by a QKD system is not the theoretical unconditional security from the laws of physics (as modeled and often suggested), but rather the more limited security that can be achieved by hardware and engineering designs. The tolerance for error in cryptographic security, however, is many orders of magnitude smaller than in most physical engineering scenarios making it very difficult to validate. The specific hardware used to perform QKD can introduce vulnerabilities, resulting in several well-publicized attacks on commercial QKD systems.2

  5. Quantum key distribution increases the risk of denial of service. The sensitivity to an eavesdropper as the theoretical basis for QKD security claims also shows that denial of service is a significant risk for QKD.



In summary, NSA views quantum-resistant (or post-quantum) cryptography as a more cost effective and easily maintained solution than quantum key distribution. For all of these reasons, NSA does not support the usage of QKD or QC to protect communications in National Security Systems, and does not anticipate certifying or approving any QKD or QC security products for usage by NSS customers unless these limitations are overcome.

2 See, for example:

  • Vakhitov, Makarov, and Hjelme, Large pulse attack as a method of conventional optical eavesdropping in quantum cryptography, Journal of Modern Optics 48, 2001.

  • Makarov and Hjelme, Faked states attack on quantum cryptosystems, Journal of Modern Optics, vol. 52, 2005.

  • Ferenczi, Grangier, Grosshans, Calibration Attack and Defense in Continuous Variable Quantum Key Distribution, CLEO-IQEC, 2007.

  • Zhao, Fung, Qi, Chen, and Lo, Experimental demonstration of time-shift attack against practical quantum key distribution systems, Physical Review A vol. 78, 2008.

  • Scarani and Kurtsiefer, The black paper of quantum cryptography: Real implementation problems, Theoretical Computer Science (560) 2014.

Please coordinate any engagement on this matter via email for Cybersecurity leads and media inquiries via NSA Public Affairs.

General Information

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Quantum computers can, in principle, perform certain mathematical algorithms exponentially faster than a classical computer. In place of ordinary bits used by today’s computers, quantum computers use “qubits” that behave and interact according to the laws of quantum mechanics. This quantum physics-based behavior would enable a sufficiently large-scale quantum computer to perform specific mathematical calculations that would be infeasible for any conventional computer.

Small, laboratory-scale examples of quantum computers have been built. Some larger systems have also been proposed that can address some types of computation, but which may not be suitable for analyzing cryptographic algorithms. CRQC is used to specifically describe quantum computers that are capable of actually attacking real world cryptographic systems that would be infeasible to attack with a normal computer.

If realizable, a CRQC would be capable of undermining the widely deployed public key algorithms used for asymmetric key exchanges and digital signatures. National Security Systems (NSS) — systems that carry classified or otherwise sensitive military or intelligence information — use public key cryptography as a critical component to protect the confidentiality, integrity, and authenticity of national security information. Without effective mitigation, the impact of adversarial use of a quantum computer could be devastating to NSS and our nation, especially in cases where such information needs to be protected for many decades.

Many commercial protocols allow a pre-shared key option that may mitigate the quantum threat, and some allow the combination of pre-shared and asymmetric keys in the same negotiation. However, this issue can be complex.  Customers who wish to explore this option should contact NSA or follow guidance provided by the Commercial Solutions for Classified (CSfC) program.

Quantum-resistant, quantum-safe, and post-quantum cryptography are all terms used to describe cryptographic algorithms that run on standard encryption/decryption devices and are widely recognized by experts to be resistant to cryptanalytic attacks from both classical and quantum computers. Although cryptanalysis using classical computing has been a subject of intense interest for many decades, the art and science of cryptanalysis that involves a (potential) quantum computer is still relatively new. Algorithms believed to be safe against an adversary that might one day have a CRQC are referred to by some using the term “quantum-resistant” or “quantum-safe.” It is generally expected that any “quantum-resistant” or “quantum-safe” standard will be secure against all envisioned and understood quantum computing capabilities. “Post-quantum” is a neutral term often used to simply convey that these algorithms are designed with the quantum threat in mind. Note that post-quantum does not mean that these algorithms are only for use after a CRQC is built.

It is generally accepted by experts in this field that quantum computing techniques are much less effective in attacking symmetric algorithms than against widely used public key algorithms. While public key cryptography requires changes in the fundamental design, symmetric algorithms are believed to be secure, provided a sufficiently large key size is used. The symmetric key algorithms of the Commercial National Security Algorithm (CNSA) Suite were selected to be secure for NSS usage even if a CRQC is developed.

NSA does not know when or even if a quantum computer of sufficient size and power to exploit public key cryptography (a CRQC) will exist.

The cryptographic systems that NSA produces, certifies, and supports often have very long lifecycles. NSA has to produce requirements today for systems that will be used for many decades in the future, and data protected by these systems will still require cryptographic protection for decades after these solutions are replaced. There is growing research in the area of quantum computing, and global interest in its pursuit have provoked NSA to ensure the enduring protection of NSS by encouraging the development of post-quantum cryptographic standards and planning for an eventual transition.

New cryptography can take 20 years or more to be fully deployed to all National Security Systems. NSS equipment is often used for decades after deployment. National security information intelligence value varies depending on classification, sensitivity, and subject, but it can require protection for many decades.

The CNSA Suite represents the interim strategy as the commercial space transitions to quantum-resistant public key. Following CNSA guidance and future NSA cryptographic suite announcements will provide the quickest path to securely mitigate the quantum threat against NSS. While anticipatory work to plan and prepare for the transition is underway, acquisitions should await NSA authorization.

The field of quantum cryptography involves specialized hardware that makes use of the physics of quantum mechanics (as opposed to the use of mathematics in algorithmic cryptography) to protect secrets. The most common example today uses quantum physics to distribute keys for use in a traditional symmetric algorithm, and is thus known as quantum key distribution. This technology exists today and is distinct from the quantum computing technology that might one day be used to attack mathematically based cryptographic algorithms. The sole function of QKD is to distribute keys between users and hence it is only one part of a cryptographic system.

No. While there are security proofs for theoretical QKD protocols, there are no security proofs for actual QKD hardware/software implementations. There is no standard methodology to test QKD hardware, and there are no established interoperability, implementation, or certification standards to which these devices may be built. This causes the actual security of particular systems to be difficult to quantify, leading in some cases to vulnerabilities.

No. The technology involved is of significant scientific interest, but it only addresses some security threats and it requires significant engineering modifications to NSS communications systems. NSA does not consider QKD a practical security solution for protecting national security information. NSS owners should not be using or researching QKD at this time without direct consultation with NSA. For specific questions, NSS owners can contact NSA.

Quantum RNGs are hardware random number generators that use specific quantum effects to generate nondeterministic randomness. They are a commercial technology available today that is distinct from the use of quantum computing to attack cryptographic algorithms. There are a variety of non-quantum RNGs available that have been appropriately validated or certified as acceptable for use in NSS or other government applications. They will remain secure even if a CRQC is built. The decision on what RNG is appropriate to use in a specific scenario depends on many factors, and any RNG should be acceptable if properly certified/approved and implemented within the constraints of that approval.

Commercial National Security Algorithm Suite

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The CNSA Suite is the suite of algorithms identified in the Committee on National Security Systems Policy 15 (CNSSP-15) for protecting NSS, including classified information. The CNSA Suite includes:

Algorithm Usage
RSA 3072-bit or larger Key Establishment, Digital Signature
Diffie-Hellman (DH) 3072-bit or larger Key Establishment
ECDH  with NIST P-384 Key Establishment
ECDSA with NIST P-384 Digital Signature
SHA-384 Integrity Protection
AES-256 Confidentiality

CNSSP-15 specifies commercial cryptographic algorithms for use in protecting NSS, in conjunction with other CNSS and NSA documented processes. It was originally the policy document that specified “NSA Suite B” and now it describes the Commercial National Security Algorithm Suite. Further details about CNSS can be found at

The October 2016 update to CNSSP-15 made three significant changes:

  • It replaced the previous requirement to transition systems to Suite B standards, instead specifying a larger selection of algorithms (the CNSA Suite) in order to allow extended use of existing solutions while post-quantum standards are being developed.

  • It consolidated the two security levels of Suite B into a single set of requirements for use at all levels.

  • The previous CNSS policy was directed explicitly at classified information, but the updated policy applies to all NSS — classified and unclassified.  For guidance on determining if a system is an NSS see NIST SP 800-59.

In CNSS Advisory Memorandum 02-15, NSA changed the status of these algorithms from “legacy” to “supported” in order to allow their extended use until quantum-resistant cryptography is available, which continued in CNSSP-15. The selection of a 3072-bit key size for RSA and Diffie-Hellman was made after considering the expected longevity of the NSS that would need to use these algorithms and the practical technology constraints of some of those systems. Larger sizes for RSA and Diffie-Hellman are acceptable, as specified in the guidance. If needed, NSA can provide additional guidance to vendors and NSS developers, operators and users on the appropriate key sizes for their specific application.

CNSS Instruction 1253 (CNSSI-1253) mandates the use of the Risk Management Framework (RMF) as documented in National Institute of Standards and Technologies (NIST) Special Publications (SP) 800-39 and 800-53 in the management of National Security Information Systems. SP 800-53 includes security controls that relate to cryptography. For NSS, the “NSA Approved” selection is required. Unless otherwise stated by NSA, the “NSA Approved” cryptography selection should be understood to include the CNSA algorithm requirements as well as all other relevant guidance from NSA on product validation and operation.

The public key algorithms (RSA, Diffie-Hellman, ECDH, and ECDSA) are all potentially vulnerable to attack by a CRQC. The intent of the interim strategy is to allow more flexibility for customers and vendors in the near term to save on costs while robust quantum-resistant standards are being developed and thoroughly evaluated by the cryptographic community.

The CNSA Suite mandates symmetric algorithms with sufficient strength to resist anticipated quantum computing threats. The intent is to only update the public key components of the suite with quantum-resistant components./>

The term “Suite B” had become associated with a specific, fixed set of algorithms rather than with the use of selected public algorithms to protect classified information. To avoid confusion, the term “Suite B” is no longer being used.

The Suite B RFCs are no longer appropriate for use and have been classified as Historic in RFC 8423. New guidance describing how to implement CNSA Suite algorithms in common IETF protocols is becoming available as informational RFCs and in NSA releases.  This should be applied throughout the NSS space. Note that the protocol-specific guidance may include only some CNSA Suite algorithms, may mandate specific modes and options, and/or may allow the inclusion of non-CNSA Suite algorithms as appropriate. These exceptions are based on the specific technical details and/or market availability of the technologies involved and are allowed by CNSSP-15, but may change as CNSA support becomes available.

NSA establishes requirements for NSS. Often these systems store and/or communicate information that requires protection for long periods against targeted efforts by sophisticated and well-resourced adversaries in potential wartime settings. General government users may or may not have such stringent requirements. NIST has the responsibility for establishing cryptographic standards for other government systems. NSA expects to continue maintaining a high security standard for commercial products used in these applications that will be selected from the general NIST cryptographic standards. If there is uncertainty about whether a specific system is subject to the NSS requirements, NIST and NSA are available to assist in addressing the question. See also NIST SP 800-59.

The October 2016 version of CNSSP-15 alerts the developers and operators of NSS of the need to transition to quantum-resistant algorithms in the future and permits greater flexibility in algorithm choice than was allowed under previous guidance. This flexibility is intended to minimize the risk of making existing systems upgrade their equipment to meet a temporary standard, only to then require them again to upgrade to use post-quantum solutions. Within this framework, developers, operators, and users may choose the most cost-effective path to comply with the policy while planning their migration path to future post-quantum asymmetric cryptography. NSS developers, operators, or users who need additional guidance should contact NSA.

NSS users should select well-established and validated parameter sets specified in NIST-endorsed standards that comply with the minimum required sizes. For many of the most common protocols, NSA is producing specific guidance on selections that are acceptable.  For IETF protocols, specific RFCs have been or will be published and made available. For other applications, some specific examples that are acceptable include:

  • Elliptic Curve Diffie-Hellman (ECDH) and Elliptic Curve DSA (ECDSA) must use the NIST P-384 parameters.

  • RSA should use moduli that have a minimum size of 3072 bits (other than the noted PKI exception), and keys should be generated in accordance with all relevant NIST standards and guidance.

  • Diffie-Hellman should use a prime modulus of at least 3072 bits as specified in established standards. Typical examples would include IETF RFC 3526 (Groups 15-18) or RFC 7919 (groups ffdhe3072 and larger).

Not necessarily. RSA with 4096 modulus size exceeds the 3072 minimum modulus size and is acceptable for use. Because of the nature of RSA, interoperability questions do not have as clear an answer as with elliptic curve systems. If an NSS customer has a question, they should contact NSA.

Cryptographic libraries implementing RSA and DH have long supported multiple key sizes, and there is a diverse range of sizes already in use. To save costs, the existing use of larger key sizes is allowed to continue in CNSA. For elliptic curve cryptography, specific parameters must be programmed, and P-384 was the common parameter set established in Suite B when this technology was first deployed. To enhance system interoperability, NSA retained the requirement to use only NIST P-384 in the CNSA definition. NSS operators who wish to use an algorithm outside of the officially specified CNSA Suite should always consult with NSA. However, if interoperability is not a concern, P-521 would likely be considered acceptable.

Given the transition time required for most government programs to integrate new cryptography; the large established base of existing solutions; the desire to preserve interoperability with existing systems; and the expected standardization of post-quantum algorithms, NSA does not anticipate including additional algorithms or parameter selections in the CNSA Suite.

Within the government, there exist large-scale PKI deployments (such as the DoD PKI) that are based on 2048-bit RSA. These systems are often used to provide additional access control functions within an already-secured system or for official communications on unclassified networks. Given the time and expense required to change these systems and the specific environments in which they operate, CNSS Policy 15 allows a blanket exception for these existing implementations until a post-quantum transition can be implemented.

As part of Suite B, devices were often required to support P-384 and SHA-384 as an option. Some systems, especially those based on specialized hardware, may not be easily modified to comply with CNSA standards. Guidance regarding acceptable alternatives may be provided as part of Capabilities Packages released by the CSfC program or via other NSA publications. If a selection is documented as acceptable in a CSfC Capabilities Package, it can be generally understood to be NSA-approved for use in the same role within the broader NSS at the unclassified level as well until that Capability Package expires. Other specific use cases may also warrant exceptions. When specific questions arise and there is no other published guidance, NSA should be consulted.

SHA-384 support was included in previous versions of CNSSP-15 and it is judged to provide sufficient security for NSS. For interoperability purposes, the selection of a single hash function has been maintained in the CNSA Suite. NSA does not anticipate revisiting this decision until the post-quantum algorithm transition. There are some applications where truncated hash values are used appropriately or other hash functions may be a better choice. In specific scenarios where different length hash outputs are needed and/or SHA-384 is not generally supported, protocol-specific guidance may be issued or customers may consult with NSA for clarification.

There are now public standards for “stateful” hash-based signatures, which require an internal “state” to be updated with each use to maintain security. Their mathematical security is widely accepted. However, they have some properties that make them unsuitable for general use. These algorithms may be appropriate for use in specific scenarios such as firmware signing. NIST SP 800-208 standardizes and provides guidance for the use of these signatures.

NSA recommends the use of SP 800-208 hash-based signatures, when implemented on properly validated cryptographic modules, to protect NSS in the specialized scenarios outlined in the standard; e.g., for firmware signing. Our preferred parameter set is Section 4.2, LMS with SHA-256/192.

Some CSfC solutions may be implemented using symmetric, pre-shared keys that protect against the long-term quantum computing threat. NSA considers the use of pre-shared symmetric keys in a standards-compliant fashion to be a better near-term post-quantum solution than implementation of experimental post-quantum asymmetric algorithms that may or may not be proven secure and which will not be compatible with NIST standards. For more info, contact the CSfC program office.

NSA mandates transitioning algorithms for NSS in order to conform to a common standard and to ensure interoperability. NSS developers and operators should transition to comply or consult with NSA about the issues involved in their specific scenario.

The intention is to update CNSA to remove quantum-vulnerable algorithms and replace them with a subset of the quantum-resistant algorithms selected by NIST at the end of the third round of the NIST post-quantum effort – NIST determines the timeline for each round. See the Future Cryptography section of this FAQ for more information.

Commercial Solutions for Classified (CSfC) and National Information Assurance Partnership (NIAP)

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No. CNSSP-11 states, “All Commercial-off-the-Shelf (COTS) Information Assurance (IA) and IA-enabled Information Technology (IT) products acquired for use to protect information on National Security Systems shall comply with the requirements of the NIAP program in accordance with NSA-approved processes and, where applicable, the requirements of the Federal Information Processing Standards (FIPS) Cryptographic validation program(s).” Furthermore, CNSSP-7 states that a CSfC solution that has been approved by the appropriate Authorizing Official and registered with NSA’s CSfC Program Management Office as being compliant with an NSA-provided Capability Package may be used to protect NSS.

NIAP Protection Profiles and CSfC Capability Packages are regularly updated to align with CNSSP-15. Note that the Protection Profile process is driven by the technology available on the commercial market and is intended to accommodate a wide selection of use cases beyond CSfC. Therefore, the NIAP Protection Profiles may include a broad set of algorithms which are not found in CNSA or CSfC. The CSfC Capability Packages have been updated to align with the CNSA Suite requirements and describe how to use layering of commercial encryption in specific configurations to protect classified information.
NSA may, on a case-by-case basis, approve alternative algorithm choices as part of the CSfC process, primarily when the marketplace does not yet provide sufficient CNSA-compliant products. This approval can be assumed to imply that NSA also approves of the same cryptography in NSS operating at the unclassified level using the same technology. Independent of the CSfC process, NSA issues other guidance specific to products or technologies used in NSS. This guidance may also include non-CNSA selections. However, it should be understood that the Capability Package or other NSA guidance that indicates approval for non-CNSA selections might change if and when market support for CNSA Suite selections exists.

Future Algorithms and Cryptography

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NIST is in the process of standardizing quantum-resistant public key in their Post-Quantum Standardization Effort, which started in 2016. This multi-year effort is analyzing a large variety of confidentiality and authentication algorithms for inclusion in future standards. NSA expects to add lattice-based algorithms from the NIST process to CNSA at the end of Round 3 – this timeline is determined by NIST.

There is not a quantum-resistant public-key algorithm that commercial vendors should adopt with the exception of stateful hash signatures for firmware. While a number of interesting quantum-resistant public-key algorithms are being considered by NIST, there are no approved, generally usable standards at this time. NSA is waiting for the NIST process to be completed and for standards to be published. When the NIST process selects algorithms for standardization that are suitable for NSS use, NSA will establish a roadmap and timeline for the transition of NSS. Vendors and purchasers should anticipate an eventual need to migrate to NIST post-quantum cryptographic standards and they should be developing/purchasing products that allow for a secure and low-complexity upgrade to new algorithms. Once NIST post-quantum cryptographic standards are published and certification procedures for those algorithms are established, CNSSP-15 will be updated with a timeline for required use of the post-quantum algorithms and disuse of the quantum-vulnerable portion of the current CNSA Suite of algorithms. The nature of this timeline will depend upon the standards selected and the ability of the market to provide supporting products. NSS customers are reminded that NSA does not recommend and policy does not allow implementing or using unapproved, non-standard or experimental cryptographic algorithms. The field of quantum-resistant cryptography is no exception.

The AES-256 and SHA-384 algorithms in CNSA are considered safe against attack by a large quantum computer. Developers can deploy these algorithms. NSA does not recommend adding non-standardized algorithms into deployed, certified systems and products. NSA has stated that it expects to select a lattice-based algorithm from the NIST finalists. Developers should begin to experiment with these choices and provide feedback to the NIST process about any issues discovered. Programs should anticipate that after NIST provides the needed standards there would be rapid movement toward requiring support of a quantum-resistant standard in new acquisitions. Further, it will be expected that software-upgradable devices will also add support promptly as part of the normal update process. While the exact transition timeline cannot be determined at this stage, it would be prudent for programs to incorporate requirements to experiment with these candidate algorithms and ensure the ability to promptly upgrade when the time comes.

This question is best addressed by NIST. Learn more about NIST’s standardization efforts.

NIST has indicated that it will likely standardize multiple post-quantum algorithms at multiple security levels from their Round 3 finalists, to include a lattice-based algorithm for confidentiality and a lattice-based signature. To enable interoperability within NSS, NSA anticipates using these lattice-based standards, likely at one of the higher security levels. The precise choice will be announced after NIST makes its selections. There is usually a significant period of time between a NIST selection announcement and publication of the final standard. NSA may announce its choice(s) before the final NIST standard is published in order to help the NSS community plan for implementation. Official deployment will not begin until the final standard is published; certification and validation processes are in place; and a robust plan for post-quantum cryptography acquisition, transition and interoperability is established. It is likely that commercial vendors will be offering some support before the process is complete. NSA has full confidence in the NIST Post-Quantum Cryptography Standardization process.

For Commercial Solutions for Classified (CSfC) program-specific questions; customers should contact the CSfC Management Office at Other specific questions from National Security Systems (NSS) users may be addressed via email to or through normal business channels.