Examples of 'alice and bob' in a sentence
Meaning of "alice and bob"
alice and bob - This phrase is a common placeholder used in computer science, mathematics, and cryptography for two generic individuals or entities. It is often employed in scenarios involving hypothetical scenarios or explanations that involve multiple parties
How to use "alice and bob" in a sentence
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alice and bob
Consider two players alice and bob.
Alice and Bob are stranded in the desert.
We first describe how Alice and Bob agree on a random choice of code.
Alice and Bob agree on a shared password π.
The confidential information is thus shared by Alice and Bob in an unconditional manner.
Alice and Bob are in the same room.
An entangled photon pair is sent by an independent third party to Alice and Bob.
Alice and Bob are two people in love.
The entire transaction was done without Alice and Bob ever needing to meet in person.
Alice and Bob could produce different keys.
By making it unnecessary for Alice and Bob to share a private key before communicating.
Alice and Bob share a maximally entangled state ω.
The direct mode server of the mobile operator lists Alice and Bob as a pair.
Alice and Bob communicate to learn the output.
Suppose there are two individuals Alice and Bob who live next door to each other.
See also
Alice and Bob play the following game.
K is the secret key selected by Alice and Bob.
Alice and Bob are working late one night.
The communication is then set up between Alice and Bob.
Alice and Bob generate their respective keypairs.
The measurements performed by Alice and Bob are spin measurements on electrons.
Alice and Bob playing on a circle.
Let us say that Alice and Bob have gotten together.
Alice and Bob have been arrested and are going to prison.
The media session between Alice and Bob is now established.
Alice and Bob together can withdraw anything.
One approach that Alice and Bob could use is as follows.
Alice and Bob are playing a very simple game.
Encoding rules used by Alice and Bob in the improved protocol.
Alice and Bob are painting a house.
This authenticated public channels enables Alice and Bob to communicate.
Alice and Bob are on separate islands.
Assume parts of a maximally entangled Bell state are distributed to Alice and Bob.
Alice and Bob are at a crossroads.
Let us consider a situation in which Alice and Bob share an EPR pair.
Alice and Bob are two people who want to communicate securely.
Used by the Web server to set up a call between Alice and Bob.
Alice and Bob could try to bypass this by encrypting the connection.
The second relates to the potential distance between Alice and Bob.
Alice and Bob are now able to privately communicate on the insecure network.
We will deal here with our two favorite protagonists Alice and Bob.
Alice and Bob start exchanging messages using the session key.
But the main problem is in transferring keys between the Alice and Bob.
Alice and Bob will each choose a different sequence of three flips.
Such a conversation succeeds if both Alice and Bob speak the same language.
Alice and Bob use public key cryptography to exchange secret messages.
The message is thus encrypted all the way between Alice and Bob.
Alice and Bob are now mutually authenticated and have a shared secret.
Sentences like Alice and Bob cooperate.
Both Alice and Bob begin by generating a set of public and private keys.
