I've stumbled across the following Monoalphabetic Cryptosystem question in Thomas Judson's book on Abstract Algebra (http://abstract.ups.edu/aata/exercises-crypt.html).
- Assuming that monoalphabetic code was used to encode the following secret message, what was the original message?
APHUO EGEHP PEXOV FKEUH CKVUE CHKVE APHUO EGEHU EXOVL EXDKT VGEFT EHFKE UHCKF TZEXO VEZDT TVKUE XOVKV ENOHK ZFTEH TEHKQ LEROF PVEHP PEXOV ERYKP GERYT GVKEG XDRTE RGAGAWhat is the significance of this message in the history of cryptography?
Could somebody please attempt this question and confirm whether it is possible with the given encrypted message. The examples in the text promote the use of frequency analysis which suggests E=X (spaces and punctuation), the hint given in the solutions state V=E, E=X and K=R which don't have the same key (http://abstract.ups.edu/aata/solutions-1.html). I've gone through all 26 possible keys and the encoded message hasn't made any sense. Any help would be great.
Using the convention that capital letters are ciphertext and small letters are plaintext.
Making the replacements E→x (space), K → r, and V → e, as specified in the hints, gives:
Note that XO appears in the onset of multiple words, including two examples of
XOe. The most common English word ending ineisthe. So assume X → t and O → h.theFrcould betheir, so try F → i.And
Hir=air? Seems more likely thanfir. So, H → a.The letter U can occur before "h", or at the end of the word, including a two-letter word "aU". Maybe U → s?
aPPis a multiply-occurring word with a double letter. Maybeall? So P → l.Toccurs in two-letter wordsiTandaT. So it could benors, but I've already useds. So T → n.tDrneGcould beturned, so try D → u and G → d.Rhile,RYrld, andRYndercould bewhile,world, andwonder, so R → w and Y → o.Zappears in the suffixinZand the wordZunners, so try Z → g.From here, I guess A → f, C → b, L → y, Q → m, and N → c.
Which is a quote from "The Charge of the Light Brigade" by Alfred Tennyson.
But I can't figure out what the
tuwnwdfdfat the end of the decoded text means. Probably just a red herring.The complete set of letter substitutions is: