Cryptography syllabus. Oct 21, 2024 · Anna University, Subject code - CB3491, deals with the B. IV Year I Sem. Jan 6, 2025 · Optional readings can be found in the textbooks denoted by KL and AC in the syllabus below. Learn and describe how various cryptographic algorithms and protocols work, pointing out the main techniques used in them, and proving/disproving most basic properties, such as correctness of decryption, digital signatures, authentication tags, and key agreement This syllabus section provides the course description and information on meeting times, prerequisites, homework, and grading. The course will cover how cryptography (symmetric and asymmetric) works, how security is analyzed theoretically, and how exploits work in practice. See full list on omscs. Additional topics may include elliptic curve cryptography, cryptocurrencies, quantum cryptography. Tech. E Computer Science and Engineering Semester -V Cryptography And Cyber Security syllabus regulation 2021 relating to affiliated institutions. Course Outcomes CO1: Understand classical cryptography techniques and apply cryptanalysis. It will also present Cryptanalysis attacks against the cryptographic techniques, and attack models. VTU exam syllabus of Cryptography for Computer Science and Engineering Seventh Semester 2018 scheme Sep 9, 2024 · CS8792 – SYLLABUS UNIT I INTRODUCTION Security trends – Legal, Ethical and Professional Aspects of Security, Need for Security at Multiple levels, Security Policies – Model of network security – Security attacks, services and mechanisms – OSI security architecture – Classical encryption techniques: substitution techniques, transposition techniques, steganography- Foundations of SYLLABUS CS701PC: Cryptography & Network Security B. Security Concepts: Introduction, The need for security, Security approaches, Principles of security, Types of Security attacks, Security services, Security Mechanisms, A model for Network Security Detailed Syllabus: Introductory Concepts Basic Cryptographic Techniques, One Time Pad Mathematical Background: Shannon’s Theory, Computational Complexity, Finite Fields, Number Theory Luby Rackoff’s Construction and the Feistel Cipher Concept of Pseudo-Random Functions Standard Ciphers: DES and AES Attack Models for Ciphers: Linear, Differential, Impossible Differential, Slide Attacks Debdeep Mukhopadhyay IIT Kharagpur Introduction to Cryptography: Basics of Symmetric Key Cryptography, Basics of Assymetric Key Cryptography, Hardness of Functions Notions of Semantic Security (SS) and Message Indistinguishability (MI): Proof of Equivalence of SS and MI, Hard Core Predicate, Trap-door permutation, Goldwasser-Micali Encryption. Selected topics from Chapters 1-12 will be covered. gatech. edu The course covers the basics concepts of cryptography including: traditional ciphers, block ciphers, stream ciphers, public and private key cryptosystems. Foundations of cryptography; mathematical formulations/proofs of security goals; theory and practical constructions of encryption schemes, MACs, digital signatures; zero-knowledge proof systems; cryptographic protocols. The online version of the course is another resource for the material covered in class. The optional AC book, by Boneh and Shoup, is more advanced (and free) and is intended for students wishing to go deeper. The course also includes the theory of hash functions, authentication systems, network security protocols and malicious logic. psvbssa mcicn yohxva lwbxy himx lnoxrs tayk ybxpsx clseotz vrjuk