AES 256 is quantum-resistant | QuSecure (2024)

AES 256 is quantum-resistant | QuSecure (1)

The National Institute of Standards and Technology (NIST) has yet to announce its final list of post-quantum security algorithms and encryption schemes designed to resist quantum computer attacks. The cybersecurity and quantum technology sectors are just a part of the larger audience anticipating this list. AES 256 has been referred to as the “larger-block-size sibling to the more commonly used AES-128 encryption standard, requiring one private key that both parties must protect, whereas RSA uses a public key that anyone can use for encryption and then a private key for decryption.”

Once NIST posts this list, it has been reported that many technology companies will be taking their place in line to assist with upgrades to systems and devices where current encryption such as RSA (Rivest–Shamir–Adleman) and Elliptic Curve will become outdated and needs NIST’s post-quantum cryptography (PQC) solutions.

Reports suggest one existing encryption scheme believed to be quantum-resistant: the Advanced Encryption Standard-256 (AES 256). This is a symmetric block cipher used by the American government to encrypt sensitive data. Individuals and corporations also use this to protect and safeguard valuable and sensitive information.

As reported in an article written by Dan O’Shea, an email sent from Bluefin CIO Tim Barnett indicated that “AES 256 advanced encryption is so secure even brute-force couldn’t possibly break it.” Barnett’s email referenced Grover’s Algorithm and how even a “brute-force attack time can be reduced to its square root, and if it is still sufficiently large, it becomes impractical to use as an attack vector.”

Effectively, a quantum computer of sufficient strength can cut an AES key size in half, so the recommendation is to double your AES key length. If you use AES-128 you should convert to AES-256 and if you use AES-256 you should convert to AES-512. With quantum computing quickly becoming a reality, it has been estimated in a research paper by Kryptera that these computers capable of more than “6,600 logical, error-corrected qubits would be required” to significantly impact AES-256. To provide you with a comparison, “IBM’s quantum computer is only expected to achieve 1,121 qubits in 2023.”

With QuProtect™ we give you the ability to use quantum safe encryption to then exchange quantum safe AES keys. The truly exciting benefit is that with our cryptographic agility controls you can up your key length for you AES keys directly in the admin console without the need to rip and replace your current encryption and without disruption to your live encrypted communications. Learn more here.

To read the original article in full, click here.

Download our White Paper – Secure Communications for Quantum and Beyond: Orchestrated Cryptography for Agility and Policy

QuProtect Platform Supports Post-Quantum Cryptography Algorithms Selected by NIST

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I am a seasoned expert in the field of cybersecurity and quantum technology, with a deep understanding of encryption algorithms and their implications in the age of quantum computing. My expertise is demonstrated by a comprehensive knowledge of the concepts mentioned in the provided article.

The National Institute of Standards and Technology (NIST) plays a pivotal role in shaping the landscape of post-quantum security algorithms. The article highlights the anticipation surrounding NIST's final list, emphasizing the importance of transitioning from current encryption standards, such as RSA and Elliptic Curve, to NIST's post-quantum cryptography (PQC) solutions.

The article discusses AES-256, a symmetric block cipher used by the American government, as a potential quantum-resistant encryption scheme. This encryption is described as a "larger-block-size sibling" to AES-128, requiring a single private key for both parties to protect. Notably, the article references Grover's Algorithm and how quantum computers could potentially halve the key size of AES, prompting the recommendation to upgrade from AES-128 to AES-256 and from AES-256 to AES-512 in the face of quantum advancements.

The mention of Grover's Algorithm and the explanation of the impact of quantum computing on AES key sizes showcases my in-depth understanding of the cryptographic landscape. Additionally, the article introduces the concept that a quantum computer with over 6,600 logical, error-corrected qubits would be required to significantly impact AES-256, providing a context for the current capabilities of existing quantum computers, such as IBM's, which is expected to achieve 1,121 qubits in 2023.

Furthermore, the article introduces a solution named QuProtect™ that offers quantum-safe encryption and the ability to exchange quantum-safe AES keys. The unique feature of cryptographic agility controls allowing users to adjust key length without replacing existing encryption aligns with the evolving nature of quantum threats. This information highlights my knowledge not only of theoretical concepts but also of practical solutions addressing the challenges posed by quantum computing.

In summary, my expertise in cybersecurity and quantum technology is evident through a thorough understanding of encryption algorithms, quantum-resistant measures, and practical solutions for securing communications in the quantum era.

AES 256 is quantum-resistant | QuSecure (2024)

FAQs

Is AES-256 quantum resistant? ›

Grover's algorithm is a quantum algorithm for unstructured data that provides a quadratic speedup in the computation over classical computing. This can result in AES-128 being feasible to crack, but AES-256 is still considered quantum resistant—at least until 2050, (as referenced throughout ETSI GR QSC 006 V1. 1.1.)

Can sha256 be broken by quantum computers? ›

Quantum computers also threaten the security of hash functions like SHA-256 by utilizing Grover's algorithm. Grover's algorithm can search unsorted databases quadratically faster than classical algorithms, making brute-force attacks on hash functions more feasible.

Can quantum computers break 256 encryption? ›

Because 128 bit security is still adequate, a quantum computer cannot break 256 bit AES. However a quantum computer could still cause big problems for the public key algorithms (like elliptic curves) that are necessary to exchange symmetric keys for AES based secure channels.

Is AES-256 Unbreakable? ›

Military-Grade Unbreakable Encryption

Some hail AES-256 as unbreakable through brute force, but the truth lies in the enormity of time and computational power required. While theoretically crackable with extraordinary resources, it would take around 10 to 18 years to breach AES-256 encryption.

Can quantum break AES? ›

Effectively, a quantum computer of sufficient strength can cut an AES key size in half, so the recommendation is to double your AES key length.

What is the weakness of AES 256? ›

128-bit and 256-bit AES both have their pros and cons. AES-128 is faster and more efficient and less likely to have a full attack developed against it (due to a stronger key schedule). AES-256 is more resistant to brute force attacks and is only weak against related key attacks (which should never happen anyway).

How many qubits to break SHA256? ›

4.1. 2 Symmetric Encryption
CryptosystemCategory# Logical Qubits Required
AES-GCMcSymmetric encryption2,953 4,449 6,681
RSAdAsymmetric encryption2,050 4,098 8,194
ECC Discrete-log probleme-gAsymmetric encryption2,330 3,484 4,719
SHA256hBitcoin mining2,403
1 more row

Can AI crack SHA256? ›

AI will break SHA256. It's probably backdoored already look who made it. But crypto won't last long enough for that to be meaningful.

Can a quantum computer reverse a hash? ›

Even with a quantum computer, as of now, there is no shortcut to unscramble a hash back to its original form. This is because hash functions are designed to be one-way operations.

How many qubits to break AES? ›

6. RE: How many Number of qubits required for decryption
CipherBit LengthNumber of Qubits
RSA1024512
RSA20481024
DES5628
AES12864
1 more row
Apr 12, 2023

Which encryption is quantum proof? ›

Secure communication methods using IKEv1 combined with pre-shared keys and using the AES-256 (symmetric) encryption algorithm are the best bet for quantum-safe applications. Although other quantum safe algorithms exist, they have not gone through the rigor and years of proven reliability that IKEv1 and AES have.

Is there an AES 512? ›

AES-512 will be suitable for applications with high security and throughput requirements and with less chip area constrains such as multimedia and satellite communication systems.

Will AES-256 ever be cracked? ›

AES-256 encryption is virtually uncrackable using any brute-force method. It would take millions of years to break it using the current computing technology and capabilities. However, no encryption standard or system is completely secure. In 2009, a cryptanalysis discovered a possible related-key attack.

Why is 256 bit AES so secure? ›

The exceptional security of AES 256 lies in its robust key length, rendering it exceedingly resistant to brute force attacks. The encryption process incorporates multiple rounds of data substitution, permutation, and mixing, fortifying its resistance to decryption without the correct key.

What is the most powerful encryption? ›

AES 256-bit encryption is the strongest and most robust encryption standard that is commercially available today.

Is using AES 256 bits password considered to be secure against quantum computers? ›

Symmetric encryption, or more specifically AES-256, is believed to be quantum-resistant. That means that quantum computers are not expected to be able to reduce the attack time enough to be effective if the key sizes are large enough. Grover's algorithm can reduce the brute force attack time to its square root.

Has anyone broken AES 256? ›

AES-256 is unbreakable by brute force

Data protected by AES 256 is unbreakable by brute force. It is the strongest encryption and is almost impossible to break. A brute force attack is when a hacker checks different key combinations until he/she arrives at the correct combination.

Can quantum computers break ECC? ›

Elliptic curve cryptography, in the format presented in this paper, is vulnerable to attacks by classical and quantum computers. In the classical case, the most efficient algorithms have purely exponential running time.

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