3. Ciphers are broadly categorized as using transposition, substitution or trap-door functions. Please provide an example of each type of cipher.
Transposition Cipher:
Example:
->Lets take a line "ABCDEF" and we want to encrypt it using Transposition Cipher.
NOTE: Transposition Cipher encrypt plain text by moving small piece of message around. Anagram are primitive transposition cipher. It do not change original text with different text.
1st Row->Plain text
2nd Row->Encrypted text ( by swapping the words in pair of 2)
A | B | C | D | E | F |
B | A | D | C | F |
E |
Substitution Cipher:
-> The substitution cipher replace bits , character or block of character with different bits,character or blocks.It changes the original text with different text.
Example:
->Lets take a line "ABCDEF" and we want to encrypt it using Substitution Cipher.
->1st Row = Plain Text
->2nd Row =Encrypted key or bits or digit that we are adding in original text to making text encrypted.
->3rd Row=Encrypted Text (After adding the encrypted key)
A | B | C | D | E | F |
+3 | +3 | +3 | +3 | +3 | +3 |
D | E | F | G | H | I |
3. Ciphers are broadly categorized as using transposition, substitution or trap-door functions. Please provide an example...
"Encode and decode a message using a substitution and transposition cipher." I'm not exactly sure what a substitution and transposition cipher are exactly, but I "think" it has to do with something like this: I want to encode then decode the string: "HELLO". I have: c(H) = (8 + 4)mod26 == 12mod26 == 12 H = 12 == L c(E) = (5+4)mod26 E = 9 == I c(L) = (12+4)mod26 L = 16 == P x2 c(O) = (15+4)mod26 O...
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