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Classical Monoalphabetic Ciphers

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Title: Classical Monoalphabetic Ciphers


1
Classical Monoalphabetic Ciphers
  • Day 2

2
Keyword cipher
  • Select a keyword, if the keyword has any repeated
    letters, drop all but the first occurrence.
  • Write the keyword below the alphabet and fill in
    the rest of the space with the remaining letters
    of the alphabet in their standard order.
  • VBA Code
  • Modification Allow the keyword to start anywhere
    along the alphabet.

3
Keyword cryptanalysis
  • Dictionary attach using a computer.
  • Every letter of a language has a personality of
    its own.
  • Determine the personality of each character in
    the ciphertext and try to match them with the
    known personalities of corresponding plain text.
  • This attach was used as early as the 9th century,
    by Arab scientist and philosopher al-Kindi.

4
Frequency analysis
  • Assignment
  • Download Frequency_Analysis.xls from the SMA
    website.
  • Find a 200-500 word section of common English
    writing. Copy and format it in Word.
  • Copy it.
  • Use it in the Excel spreadsheet to do a single,
    double, and triple letter frequency count.

5
Compile class data
6
Frequency analysis
  • r forms digrams with more different letters
    more often than any other letter.
  • The three vowles, a, I, and o avoid each
    other, except for io.
  • ea is the most frequent digram involving
    vowels.
  • Eight percent of the letters that procede n are
    vowels.
  • h frequently appears before e and almost
    never after it.

7
Frequency analysis
  • Be willing to give up on an assumption and try
    something else if it appears that you are on the
    wrong path.

8
Affine cipher
  • Each letter is assigned a number. a 0, b
    1, c 2,
  • The key to an affine cipher is a pair of numbers
    (a, b).
  • The greatest common divisor (GCD) of a and 26
    must be 1.
  • Let p be the number of the plaintext letter and c
    the number of the ciphertext letter.
  • c (a p b) mod 26
  • p (a-1(c b)) mod 26

9
Affine example
Note a a-1 1 (mod n)
  • a 3, b 7
  • Find the equations for encryption and decryption.
  • Encrypt the message the dog
  • Decrypt the message TIVUJWL

10
Affine cryptanalysis
  • Is an affine cipher easier or harder to break
    then a keyword cipher?
  • How would we break an affine cipher?

11
Multiliteral cipher
  • It replaces each plaintext letter with a pair of
    letters.
  • Choose a 5 letter keyword with no repeating
    letters.
  • i and j occupy the same cell.

12
Multiliteral cryptanalysis
  • Is an multiliteral cipher easier or harder to
    break then a keyword cipher?
  • How would we break an multiliteral cipher?

13
Monoalphabetic cipher history
  • The Argentis worked for the Pope during the late
    1500 and early 1600s.
  • Probably first to use keyword
  • Numbers were used instead of letters
  • Used by the South during the Civil War.

14
Monoalphabetic cipher history
  • Middle Ages nomenclator
  • Monoalphabetic and some substitutions for words
    or phrases
  • Mary, Queen of Scots

15
Review
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