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CryptographyThe study of codes and ciphers
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The study of codes and ciphers
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The study of codes and ciphers
cryptographyproject.blogspot.com
Cryptography: Easier than it seems
http://cryptographyproject.blogspot.com/2011/04/example-of-cryptography.html
The study of codes and ciphers. Sunday, April 10, 2011. Easier than it seems. A B C D E F G H . W X Y Z. 0 1 2 3 4 5 6 7 . 22 23 24 25. To solve this cipher, add three to the number that the letter stands for. In plaintext e=4 so if you wanted to find out what e was in ciphertext, just add three to the number that e stands for. 4 3=7, therefore, e is seven in ciphertext. But you are not done yet. What letter does seven stand for in the chart above? It would mean: My name is Haley. Jessie Kate and Halo97.
Cryptography: Girolamo Cardano
http://cryptographyproject.blogspot.com/2011/03/girolamo-cardano.html
The study of codes and ciphers. Wednesday, March 30, 2011. Jessie Kate and Halo97. Subscribe to: Post Comments (Atom). What was the most informational post in this blog? Jessie Kate and Halo97. Jessie Kate- I am a fashion queen. I hope to be an actress when i am older and show off my creative fashions to the world. Halo97- I love writing and journalism and hope to be a jounalist in the near future. My blogs are: Think About it and Cryptography. View my complete profile.
Cryptography: Grandpre Cipher
http://cryptographyproject.blogspot.com/2011/04/grandpre-cipher.html
The study of codes and ciphers. Thursday, April 14, 2011. To create this cipher, fill an 8x8 square with 8 letter words horizontally. The first letter in each word. Should form a 9th word while read vertically. Each plaintext letter is given. A 2-digit number to represent. A letter appearing. More than once in the square is represented by a number that is more than one digit. All 26 letters should appear in the square. The first column is the hey word. Plaintext: The key word. 65279; 73 54 71 13.
Cryptography: Links and Rescources
http://cryptographyproject.blogspot.com/2011/03/links-and-rescources.html
The study of codes and ciphers. Tuesday, March 29, 2011. Rescources." Logical Security.2010. Blackwood. Gary. Mysterious Messages: A History of Codes and Ciphers. New York. 2009. Flannery. Sarah. In Code: A Mathematical Journey. New York. 2001. Cipher Types". American Cryptogram Association. Http:/ cryptogram.org/cipher types.html. March 29, 2011. Jessie Kate and Halo97. Subscribe to: Post Comments (Atom). What was the most informational post in this blog? Jessie Kate and Halo97. View my complete profile.
Cryptography: Benjamin Franklin
http://cryptographyproject.blogspot.com/2011/04/benlamin-franklin.html
The study of codes and ciphers. Sunday, April 3, 2011. When Franklin visited France, he had to send a secret message so the British would not intercept it and know his secret plans. He used a system developed by Charles Dumas. This system used a long passage from a French essay. Each letter and punctuation mark in the passage was given a letter. The passage Franklin used for his cipher. Jessie Kate and Halo97. Subscribe to: Post Comments (Atom). What was the most informational post in this blog?
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Cryptographer
Subscribe to: Posts (Atom). Prof John Connor Kenner. View my complete profile.
cryptographyproject.blogspot.com
Cryptography
The study of codes and ciphers. Tuesday, May 10, 2011. Wheel Cipher Created By Thomas Jefferson. Secret message written in code. Procedure used to encipher or decipher a code. Symbols, letters,and numbers that make up a cryptogram. List of code words of numbers that can be substituted for plaintext words and phrases. A tool for creating a polyalphabetical cipher. System in which a plaintext letter is always enciphered by the same ciphertext letter or symbol. Jessie Kate and Halo97. Plaintext: The key word.
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cryptographysimplified.blogspot.com
Cryptography Simplified
We will publish articles on Cryptology in simple words here. Tchnical/Mathematical rigor will be avoided as much as possible. Sunday, July 5, 2009. Introduction to Elliptic Curve Cryptography and Side Channel Attacks. 1 Integer factorization problem,. 2 Discrete logarithm problem. Many groups have been proposed in literature over which the DLP is believed to be hard. Once such a group is fixed, an ElGamal type cryptosystem can be built over it. Tuesday, June 30, 2009. In cryptographic literature, an unga...
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