Symmetric means both encryption and decryption are done with the same key.

Symmetric.

Symmetric Point

Conical Symmetric

In cryptography, Twofish is a symmetric key block cipher with a block size of 128 bits and key sizes up to 256 bits.

But here we're just going to focus on symmetric cipher where both sides use the same key.

The Symmetric Group .

He is the inventor of the symmetric key encryption algorithms RC2, RC4, RC5, and co inventor of RC6.

Symmetric or skew symmetric matrix A square matrix A that is equal to its transpose, i.e., A AT, is a symmetric matrix.

It should be symmetric...

Symmetric (GDLM) or Asymmetric (GULM).

A complex yet symmetric labyrinth

It's all symmetric around there.

Well, actually, this is symmetric.

A symmetric matrix is a matrix whose values are symmetric in the northwest to southeast diagonal.

So for example, when you encrypt email messages, it's very common that every single email is encrypted using a different symmetric key.

Do you enjoy looking non symmetric?

So in a symmetric encryption system, basically, the two parties, Alice and Bob, share a secret key k, which the attacker does not know. Only they know the secret key k.

Symmetric Functions, Schubert Polynomials, and Degeneracy Loci .

It's kind of perfectly symmetric in every way.

So instead of just having the message as input to the encryption function, the other input to the encryption is a key, and if it's a symmetric cryptosystem, that same key is the key that is needed in the decryption function as well.

As we go from the positive side these are actually symmetric, although I didn't draw it that symmetric it also approaches infinity.

Trivalent (cubic) symmetric graphs on up to 2048 vertices.

That is, every object's connected to itself, it's symmetric.

Now the reason we say that these are symmetric ciphers is that both the encrypter and decrypter actually use the same key K. As we'll see later in the course, there are ciphers where the encrypter uses one key and the decrypter uses a different key.

This matrix is symmetric and thus has 10 independent components.

Namely, a drop will typically assume a symmetric round shape.

So the first main topic we'll introduce is symmetric cryptosystems.

And it's symmetric around the line x is equal to 0.

Up until the 1970's, cryptography had been based on symmetric keys.

They are symmetric they are equal triangles. They have the same proportions.

So for 1 to the right and this is symmetric around this

Either one, those are symmetric statements. They mean the exact same thing.

The FEK (the symmetric key that is used to encrypt the file) is then encrypted with a public key that is associated with the user who encrypted the file, and this encrypted FEK is stored in the EFS alternate data stream of the encrypted file.

A.T. Fomenko, V. V. Trofimov Integrable Systems on Lie Algebras and Symmetric Spaces .

It is not necessarily symmetric and is linear only in the first argument.

Symmetric In Design is the debut album by Swedish metal band Scar Symmetry.

The automorphism group of X is also called the symmetric group on X .

Encryption and I told you that really in practice, the only foremost Symmetric

Which of the functions below satisfy the correctness property for a symmetric cipher?

Also, those super symmetric particles are very strong candidates for the dark matter.

Now, the building block for securing traffic is what's called symmetric encryption systems.

A circle, for example, is symmetric under rotations about the center of the circle.

Since 1 arcs are simply edges, every symmetric graph of degree 3 or more must be t transitive for some t , and the value of t can be used to further classify symmetric graphs.

Key... key... we got to get the key.