Cryptography: Difference between revisions
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Cryptography is the process of hiding messages; either by concealing them (eg. hiding them in an image), or by obfuscating them outright (eg. substitution cipher). | Cryptography is the process of hiding messages; either by concealing them (eg. hiding them in an image), or by obfuscating them outright (eg. substitution cipher). | ||
== Basic Terminology | == Basic Terminology == | ||
* '''Cipher''': a method of encryption | * '''Cipher''': a method of encryption | ||
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* '''Decryption''': The process of converting ciphertext back into plaintext | * '''Decryption''': The process of converting ciphertext back into plaintext | ||
== Basic Ciphers == | |||
=== Caesar cipher === | |||
The simplest example of a cipher is the Caesar cipher. The rules of the cipher are as follows: | The simplest example of a cipher is the Caesar cipher. The rules of the cipher are as follows: | ||
Revision as of 19:43, 21 June 2016
Cryptography is the process of hiding messages; either by concealing them (eg. hiding them in an image), or by obfuscating them outright (eg. substitution cipher).
Basic Terminology
- Cipher: a method of encryption
- Plaintext: the legible text of a hidden message
- Ciphertext: the text after a message is concealed in it
- Encryption: The process of turning plaintext into ciphertext by following a certain cipher
- Decryption: The process of converting ciphertext back into plaintext
Basic Ciphers
Caesar cipher
The simplest example of a cipher is the Caesar cipher. The rules of the cipher are as follows:
Let n equal a value from 1 to 25 Shift each letter in the plaintext forward by n positions in the alphabet The resultant string is the ciphertext
For example, to encrypt the string Game Detectives using the Caesar cipher, using an arbitrary n value of 2, then:
G -> H -> I a -> b -> c m -> n -> o e -> f -> g ...
and the resultant ciphertext would be Icog Fgvgevkxgu. To decrypt this string back into Game Detectives, the process can simply be reversed by shifting each letter of the ciphertext 2 places backwards.