PPT-1 Block Ciphers John Manferdelli

1 Block Ciphers John Manferdelli jmanfermicrosoftcom JohnManferdellihotmailcom 20042011 John L Manferdelli This material is provided without warranty of any kind including without limitation warranty of noninfringement or suitability for any purpose This material is not guaranteed to be error free and is intended for instructional use. Set of . slides . 4. Dr Alexei Vernitski. Another useful example of a Cipher. Vigenere’s. cipher (16. th. century). It is like Caesar’s cipher. However, instead of one number acting as a key, a sequence of numbers is used, one for each letter of the plaintext. Pseudorandom Generators. Online Cryptography Course Dan Boneh. Review. Cipher over (K,M,C): a pair of “efficient” . algs. (. E. , . D. ) . s.t.. . ∀ . Demijan. . Klinc. * . Carmit. . Hazay. † . Ashish. . Jagmohan. **. Hugo . Krawczyk. ** . Tal Rabin. **. * . Georgia . Institute of . Technology. ** . IBM T.J. Watson Research . Labs. † . CSE 5351: Introduction to Cryptography. Reading assignment:. Chapter 2. Chapter 3 (sections 3.1-3.4). You may skip proofs, but are encouraged to read some of them.. 2. Computational Difficulty (One-Way Functions). Rice ELEC 528/ COMP 538 . Farinaz Koushanfar. Spring 2009. 2. Summary. Substitution ciphers. Permutations. Making good ciphers . DES. AES. Slides are courtesy of Leszek T. Lilien from WMich. http://www.cs.wmich.edu/~llilien/. The data encryption standard (DES). Online Cryptography Course Dan Boneh. Block ciphers: crypto work horse. E, D. CT Block. n. bits. PT Block. n. bits. Key. k Bits. Stream ciphers are semantically secure. Online Cryptography Course Dan Boneh. Goal: secure PRG ⇒ semantically secure stream cipher. Stream ciphers are semantically secure. Lecture 9: Cryptography. 2. Topics. Introduction. Definitions and Terminology. Steganography. Transposition Ciphers. Substitution Ciphers. 3. Introduction. Throughout history, people have had the need to send messages to other people . Information and Network Security. . Dr. . Hadi. AL . Saadi. The objective of this chapter is to illustrate the principles of . modern symmetric ciphers. .. The . Data Encryption Standard. (. DES. Presented by: Andrew F. Conn. Lecture #12: Solving Congruence's and Cryptography. October 10. th. , 2016. Today. ’. s Topics. More on divisibility and remainders.. Modulo Inverse. Chinese Remainder Theorem. David . Brumely. Carnegie Mellon University. Credits:. Slides originally designed by David . Brumley. . . Many. other slides are from Dan . Boneh’s. June 2012 . Coursera. . crypto class.. What is a block cipher?. David . Brumely. Carnegie Mellon University. Credits:. Slides originally designed by David . Brumley. . . Many. other slides are from Dan . Boneh’s. June 2012 . Coursera. . crypto class.. What is a block cipher?. Using Linear Algebra. Brian Worthington. University of North Texas. MATH 2700.002. 5/10/2010. Hill Ciphers. Created by Lester S. Hill in 1929. Polygraphic Substitution Cipher. Uses Linear Algebra to Encrypt and Decrypt. Slides Original Source:. M. Stamp, “Information Security: Principles and Practice,” John Wiley. C. . Paar. and J. Pelzl, “Understanding Cryptography – A Textbook for Students and Practitioners,” .