Discrete Mathematics. - Coding Theory and Cryptology www.win.tue.nl/cc - Cryptographic Implementations eindhoven.cr.yp.to - Discrete Algebra and Geometry.

Slides:

Advertisements

Similar presentations

PAR for P Title: Standard for Pairing based Cryptographic Techniques June 4, 2005 PAR for IEEE P

Advertisements

Coding & Crypto Bachelor Colloquium 2013.

Course summary COS 433: Crptography -Spring 2010 Boaz Barak.

C1 - Unrestricted Version 1.0 Group R&D 1CMS / EPSRC – Steve Babbage25 th March 2009 Some maths from the telecommunications industry Presented by Dr Steve.

A Pairing-Based Blind Signature

Verification of Security Protocols Lecture 0: admin Sandro Etalle Jerry den Hartog.

Intro 1 Introduction Intro 2 Good Guys and Bad Guys  Alice and Bob are the good guys  Trudy is the bad guy  Trudy is our generic “intruder”

1 Introduction CSE 5351: Introduction to cryptography Reading assignment: Chapter 1 of Katz & Lindell.

Lect. 18: Cryptographic Protocols. 2 1.Cryptographic Protocols 2.Special Signatures 3.Secret Sharing and Threshold Cryptography 4.Zero-knowledge Proofs.

Cryptography. 2 Objectives Explain common terms used in the field of cryptography Outline what mechanisms constitute a strong cryptosystem Demonstrate.

Page # Advanced Telecommunications/Information Distribution Research Program (ATIRP) Authentication Scheme for Distributed, Ubiquitous, Real-Time Protocols.

Information Security of Embedded Systems : Public Key Cryptosystems, Communication Prof. Dr. Holger Schlingloff Institut für Informatik und Fraunhofer.

Part 4  Software 1 Conclusion Part 4  Software 2 Course Summary  Crypto o Basics, symmetric key, public key, hash functions and other topics, cryptanalysis.

CMSC 414 Computer (and Network) Security Lecture 2 Jonathan Katz.

BY MUKTADIUR RAHMAN MAY 06, 2010 INTERODUCTION TO CRYPTOGRAPHY.

November 1, 2006Sarah Wahl / Graduate Student UCCS1 Public Key Infrastructure By Sarah Wahl.

An Introduction to Cryptology and Coding Theory Discrete Math 2006.

Conclusion 1 Conclusion Conclusion 2 Course Summary  Crypto o Basics, symmetric key, public key, hash functions and other topics, cryptanalysis  Access.

Overview of Cryptography and Its Applications Dr. Monther Aldwairi New York Institute of Technology- Amman Campus INCS741: Cryptography.

Fall 2010/Lecture 311 CS 426 (Fall 2010) Public Key Encryption and Digital Signatures.

Network Infrastructure Security. LAN Security Local area networks facilitate the storage and retrieval of programs and data used by a group of people.

Lecture 4 Cryptographic Tools (cont) modified from slides of Lawrie Brown.

Network Security Essentials Fifth Edition by William Stallings Fifth Edition by William Stallings.

Dan Boneh Introduction What is cryptography? Online Cryptography Course Dan Boneh.

Project supported by YESS 2009 Young Engineering Scientist Symposium « Identity Management » Cryptography for the Security of Embedded Systems Ambient.

Strong Cryptographic Infrastructure and its Applications Dr Lucas Hui Center for Information Security & Cryptography Department of Computer Science & Information.

Special Master Track IST Information SecurityTechnology Sandro Etalle & Berry Schoenmakers.

Using cryptography to protect data in networks. Summary National Taras Shevchenko University of Kiev Ukraine Vsevolod Ievgiienko.

Structure of Study Programmes

Cryptography on Non-Trusted Machines Stefan Dziembowski.

Chapter 1 Introduction Cryptography-Principles and Practice Harbin Institute of Technology School of Computer Science and Technology Zhijun Li

Master Track in Computing Science Computer security Erik Poll Digital Security Group Institute for Computing and Information Sciences (ICIS)

CS 627 Elliptic Curves and Cryptography Paper by: Aleksandar Jurisic, Alfred J. Menezes Published: January 1998 Presented by: Sagar Chivate.

Structure of Study Programmes Bachelor of Computer Science Bachelor of Information Technology Master of Computer Science Master of Information Technology.

每时每刻可信安全 1The DES algorithm is an example of what type of cryptography? A Secret Key B Two-key C Asymmetric Key D Public Key A.

Agenda Definitions Why cryptography is important? Available technologies Benefits & problems.

An Overview of Cryptography Ying Wang-Suorsa Helsinki University of Technology.

CRYPTOGRAPHY How does it impact cyber security and why you need to know more?

School of Electrical Engineering & Computer Science National University of Sciences & Technology (NUST), Pakistan Research Profile Dr. Nazar Abbas Saqib.

Midterm Review Cryptography & Network Security

Anonymous Authentication in Group Course Title: Network Security Faculty : Kwangjo Kim Jongseong Kim.

Class 5 Channels and Preview CIS 755: Advanced Computer Security Spring 2014 Eugene Vasserman

1 Project Proposals for MAI from COSIC Oct. 6th, pm.

Cryptography Chapter 7 Part 3 Pages 812 to 833. Symmetric Cryptography Security Services – Only confidentiality, not authentication or non- repudiation.

Major Disciplines in Computer Science Ken Nguyen Department of Information Technology Clayton State University.

CS 4244: Internet Programming Security 1.0. Introduction Client identification and cookies Basic Authentication Digest Authentication Secure HTTP.

CRYPTOGRAPHY & NETWORK SECURITY Introduction and Basic Concepts Eng. Wafaa Kanakri Computer Engineering Umm Al-Qura University.

Security Many secure IT systems are like a house with a locked front door but with a side window open -somebody.

Cryptography 1 Crypto Cryptography 2 Crypto  Cryptology  The art and science of making and breaking “secret codes”  Cryptography  making “secret.

ICOM 5018 Network Security and Cryptography Description This course introduces and provides practical experience in network security issues and cryptographic.

Elliptic Curve Cryptography

Rumpsession CRYPTO 2005 ECC 2005 – Copenhagen, Denmark The 9th Workshop on Elliptic Curve Cryptography September 19, 20 & 21, 2005 Sponsors Certicom Cryptomathic.

Verification of Security Protocols Lecture 0: admin Sandro Etalle.

Intro to Cryptography Lesson Introduction

Department of Computer Science and Automation Indian Institute of Science, Bangalore, India. CSA Research Areas Theoretical Computer Science.

Elliptic Curve Cryptography Celia Li Computer Science and Engineering November 10, 2005.

Tempus – DEUKS Doctoral School towards European Knowledge Society Mathematical Institute Serbian Academy of Sciences and Arts Belgrade Udine, May 6-9,

Cryptography issues – elliptic curves Presented by Tom Nykiel.

Lecture 9 Elliptic Curves. In 1984, Hendrik Lenstra described an ingenious algorithm for factoring integers that relies on properties of elliptic curves.

Coding, Crypto and Security at TU/e. Mathematics and Computer Science tics-and-computer-science/

Public-Key encryption structure First publicly proposed by Diffie and Hellman in 1976First publicly proposed by Diffie and Hellman in 1976 Based on mathematical.

INCS 741: Cryptography Overview and Basic Concepts.

@Yuan Xue Case Study (Mid-term question) Bob sells BatLab Software License Alice buys BatLab Credit card information Number of.

CMSC 414 Computer and Network Security Lecture 2 Jonathan Katz.

Network security 1. Security taxonomy Physical security Resource exhaustion - DDoS system/network vulnerabilities Key-based security.

Unit 2: Cryptography & Cryptographic Algorithm

Computer Security Chapter Two

How to Use Charm Crypto Lib

Presentation transcript:

Discrete Mathematics

- Coding Theory and Cryptology - Cryptographic Implementations eindhoven.cr.yp.to - Discrete Algebra and Geometry - Combinatorial Optimization

Coding Theory and Cryptology Coding Theory error correcting codes information theory algebra, combinatory, geometry, statistics … Cryptology secret messages, hash functions digital signatures, certificates secure multi-party computation, protocols internet auctions, electronic elections algorithms, number theory, …

Coding Theory and Cryptology Tanja Lange crypto on (hyper)elliptic curves code based crypto Berry Schoenmakers cryptographic protocols multi-party computation

Coding Theory and Cryptology Ruud Pellikaan algebraic geometry codes code based crypto Benne de Weger lattice based crypto hash functions algorithmic number theory

Coding Theory and Cryptology Ruben Niederhagen parallel architectures Meilof Veeningen secure multi-party computation

Coding Theory and Cryptology Thijs Laarhoven lattice based crypto hash functions Jan-Jaap Oosterwijk digital watermarks

Cryptographic Implementations Dan Bernstein cryptographic implementations cr.yp.to/djb.html cryptographically protect every Internet packet against espionage, corruption, and sabotage

Cryptographic Implementations Andreas Hulsing hash-based signature schemes Tony Chou fast implementations code-based cryptosystems sites.google.com/a/crypto.tw/blueprint

Cryptographic Implementations Chitchanok Chuengsatiansup elliptic and hyperelliptic curve cryptography pairing-based cryptography side-channel analysis Christine van Vredendaal algorithmic cryptanalysis

Security Sandro Etalle network intrusion detection protection of industrial control systems access control and trust management usage control and privacy protection verification of security protocols.

Security Milan Petkovic win.tue.nl/~petkovic Information security Secure data management Boris Skoric security1.win.tue.nl/~bskoric Secure key storage Anti-counterfeiting

Security Jerry den Hartog Trust Management, formal methods for security Side channel analysis Nicola Zannone security1.win.tue.nl/~zannone Computer Security, Requirements Engineering Data Protection, Formal Methods

Institute: EIPSI - EI/ΨEI/Ψ EIPSI - Coding Theory and Cryptology - Cryptographic Implementations eindhoven.cr.yp.to - Security

The Kerckhoffs Institute The Kerckhoffs Institute for Computer Security The institute is a collaboration between: - University of TwenteUniversity of Twente - Eindhoven University of TechnologyEindhoven University of Technology - Radboud University NijmegenRadboud University Nijmegen Offers a 2-year master track in computer security as part of a computer science master programme

MASTERMATH Dutch Master's Degree Programme in Mathematics