RSA Algorithm
1 RSA. 2 Prime Numbers An integer p is a prime number if it has no factors other than 1 and itself. An integer which is greater than 1 and not a prime.
Computer Security Set of slides 4 Dr Alexei Vernitski.
Ultra-Fast Wavelength-Hopping Optical CDMA Principal Investigator: Eli Yablonovitch; Co-PI’s: Prof. Rick Wesel, Prof. Bahram Jalali, Prof. Ming Wu Electrical.
Dpt. Télécommunications, Services & Usages Théorie de l information H. Benoit-Cattin 74 Plan 1. Introduction 2. Sources discrètes & Entropie 3. Canaux.
b
* 4/598N: Computer Networks Differentiated Services
20-763 ELECTRONIC PAYMENT SYSTEMS FALL 2002COPYRIGHT © 2002 MICHAEL I. SHAMOS Electronic Payment Systems 20-763 Lecture 11 Electronic Cash.
Scott CH Huang COM 5336 Cryptography Lecture 6 Public Key Cryptography & RSA Scott CH Huang COM 5336 Cryptography Lecture 6.
95-702 Distributed Systems1 Lecture 12: RSA. 95-702 Distributed Systems2 Plan for today: Introduce RSA and a toy example using small numbers. This is.
Csci5233 Computer Security & Integrity 1 Cryptography: Basics (2)
1 Introduction The State of the Art in Electronic Payment Systems, IEEE Computer, September 1997.
