Examples of 'cryptosystems' in a sentence
Meaning of "cryptosystems"
cryptosystems (noun) - These are systems designed to secure communications by converting information into a code that can only be deciphered by authorized recipients. Cryptosystems employ encryption techniques to protect data privacy and confidentiality, mitigating the risk of unauthorized access or interception. In the realm of cybersecurity, cryptosystems play a crucial role in safeguarding sensitive information in digital communications
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- plural of cryptosystem
How to use "cryptosystems" in a sentence
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cryptosystems
Therefore it is relevant to study other types of cryptosystems.
There are very few cryptosystems that are proven to be unconditionally secure.
Gave rise to the public key cryptosystems.
Public key cryptosystems solve the key distribution problem.
We hope to have mathematical coins to use in our cryptosystems.
Public key cryptosystems.
So the first main topic we will introduce is symmetric cryptosystems.
The implication is that public key cryptosystems based on factoring may be breakable.
It allows to realize a wide array of cryptosystems.
Many public key cryptosystems depend on the difficulty of factoring large integers.
A deep understanding is developed on modern symmetric and asymmetric cryptosystems.
Avoid cryptosystems that skip this phase by using a password directly as a key.
You will learn about the weakness of the cryptosystems.
Difficult to build public key cryptosystems in the second half of the course.
Many cryptanalytic techniques are based on exploiting linearity properties of cryptosystems.
See also
The cryptosystems produced via cryptography are essential to the security of contemporary computer systems.
It has also been extended to attack many other public key cryptosystems.
Any reference to public key cryptosystems should also be construed to reflect signature systems.
Owners of data and cloud providers crave fully homomorphic cryptosystems as a solution.
Cryptosystems may be subject to various types of attacks aimed to expose internal secret information.
Kleptography encompasses secure and covert communications through cryptosystems and cryptographic protocols.
Cryptosystems depend upon an amount of key information that is independent of the message length.
This thesis presents a series of research works covering the physical security of embedded cryptosystems.
The security of many modern cryptosystems comes from the perceived difficulty of certain problems.
These innovations led to the development of much more efficient somewhat and fully homomorphic cryptosystems.
The BIA uses public key cryptosystems to provide for the secure exchange of secret keys.
III is widely used in the cryptanalysis of public key cryptosystems.
Example common key cryptosystems are Camellia and AES.
Field of the invention The invention is in the field of cryptosystems.
Example private key cryptosystems are Camellia and AES.
Many Internet users do not realize that their basic application software contains such extensive cryptosystems.
On the other hand, some cryptosystems are malleable by design.
Cryptosystems are also sometimes referred to as secret-key cryptosystems.
For this reason, these cryptosystems are called monoalphabetic.
An EU-funded project believes the answer lies in lattice cryptosystems.
The first two cryptosystems are based on the substitution-permutation network.
Its loss could seriously compromise most of this country 's cryptosystems.
Quantum cryptosystems are invulnerable only in ideal conditions, which is impossible to achieve.
Furthermore, quantum computers would be able to easily break these cryptosystems.
Public-key cryptosystems can also be used to create cryptographic signatures.
Currently, the availability of such secure methods and cryptosystems is limited.
Public-key cryptosystems use two keys to solve the key transport problem.
Based on the methodology used, attacks on cryptosystems are categorized as follows:.
These cryptosystems have been proved vulnerable ( although breaking them does require significant resources ).
Shor 's algorithm can theoretically break many of the cryptosystems in use today.
Specifically, they relate to cryptosystems for the execution of operations directly on encrypted data.
More generally, it can be applied in all cases where such cryptosystems are used.
Practical implementations of cryptosystems often suffer from critical information leakage through side-channels.
The conjectured intractability of such problems is central to construction of secure lattice-based cryptosystems.
In this thesis, we study the security of secret-key cryptosystems against quantum adversaries.
