Sentence examples for bits of the key from inspiring English sources

The configuration operation mode is slower if using CAESAR candidates because the cryptographic key and nonce have 128 bits instead of the 60 bits of the key and 32 bits of the nonce in HMAC.

Firstly, the 80-bit master key K=k79k78…k0 is stored in the key register, and the 64-bit subkeys K i in each round are the leftmost 64 bits of the key register.

If the width of the hash table is 2 J, then J bits of the key are implied by the slot chosen.

This is especially problematic in the case of the above family of invertible hash functions, since it is precisely the most-significant bits of the key which are passed to the underlying hash function f.

The simplest way this may be realized would be to just use J bits of the key as the slot number, and store the remainder in that slot, but of course, this is likely to have an unacceptable number of collisions.

For instance, Table 5 shows the correlation coefficients between encoded sequences with S1, S2, and S3 keys for the outputs from the steps (a) to (d) based on changing the first bits of the keys.

In this case, maximum 67.19% bits of the genuine key is unchanged for impostor's key and up to 65.63% bits of the genuine key is changed in impostor's key.

The options explained: openssl - the name of the software genrsa - creates a new private key -des3 - encrypt the key using the DES cipher -out server.CA.key - the name of your new key 2048 - the length, in bits, of the private key (Please see the warnings).

The options explained: openssl - the name of the software genrsa - creates a new private key -des3 - encrypt the key using the DES cipher -out server.apache.key - the name of your new key 2048 - the length, in bits, of the private key (Please see the warnings).

In this case, minimum 31.25% bits of the genuine key is changed with respect to impostor's key and maximum 65.23% bits of the impostor's key are different from genuine key.

In the case of WEP, however, RC4 is used inappropriately rather like trying to put a tractor engine in a bus just because it is also an internal combustion engine.In a well-designed cryptographic system, the length in binary digits ("bits") of the encryption key determines how much effort is required to break the system.