| Subject | English | Hungarian |
| comp., MS | asymmetric key algorithm | aszimmetrikus titkosítás (A method of encryption that uses a pair of mathematically related keys: a public key and a corresponding private key. Either key can be used to encrypt data, but the corresponding key must be used to decrypt it) |
| comp., MS | cryptographic algorithm | titkosítási algoritmus (A mathematical function used for encryption and decryption. Most cryptographic algorithms are based on a substitution cipher, a transposition cipher, or a combination of both) |
| math. | data augmentation algorithm | adatok kiegészítése algoritmus |
| comp., MS | Digital Signature Algorithm | DSA (The U.S. government standard for digital signatures, as specified by the National Institute of Standards and Technology, in FIPS 186, Digital Signature Standard. DSA is based on signature encryption based on a public and a private key) |
| math. | Efron's self-consistency algorithm | hiányzó információk elve |
| math. | Efron's self-consistency algorithm | Efron ön-konzisztencia algoritmust |
| math. | EM algorithm | EM algoritmus. |
| math. | estimation-maximisation algorithm | EM algoritmus. |
| math. | estimation-maximization algorithm | EM algoritmus. |
| comp., MS | hash algorithm | kivonatoló algoritmus (An algorithm that produces a hash value of some piece of data, such as a message or session key. With a good hash algorithm, changes in the input data can change every bit in the resulting hash value; for this reason, hashes are useful in detecting any modification in a data object, such as a message. Furthermore, a good hash algorithm makes it computationally infeasible to construct two independent inputs that have the same hash. Typical hash algorithms include MD2, MD4, MD5, and SHA-1) |
| math. | Metropolis-Hastings algorithm | Metropolis-Hastings algoritmus |
| math. | Monte Carlo EM algorithm | Monte Carlo EM algoritmus |
| comp., MS | public key algorithm | nyilvános kulcs képzési algoritmusa (An asymmetric cipher that uses two keys, one for encryption, the public key, and the other for decryption, the private key. As implied by the key names, the public key used to encode plaintext can be made available to anyone. However, the private key must remain secret. Only the private key can decrypt the ciphertext. The public key algorithm used in this process is slow (on the order of 1,000 times slower than symmetric algorithms), and is typically used to encrypt session keys or digitally sign a message) |
| math. | recursive algorithm | rekurzív algoritmus |
| gen. | scrambling algorithm | keverési algoritmus |
| comp., MS | Secure Hash Algorithm 1 | Biztonságos kivonatoló algoritmus 1 (An algorithm that generates a 160-bit hash value from an arbitrary amount of input data. SHA-1 is used with the Digital Signature Algorithm (DSA) in the Digital Signature Standard (DSS), among other places) |
| math. | simplex algorithm | szimplex algoritmus |
| math. | Yates's algorithm | Yates algoritmus |