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1 Chapter 4 Encryption. 2 Objectives In this chapter, you will: Learn the basics of encryption technology Recognize popular symmetric encryption algorithms.

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Presentation on theme: "1 Chapter 4 Encryption. 2 Objectives In this chapter, you will: Learn the basics of encryption technology Recognize popular symmetric encryption algorithms."— Presentation transcript:

1 1 Chapter 4 Encryption

2 2 Objectives In this chapter, you will: Learn the basics of encryption technology Recognize popular symmetric encryption algorithms Recognize popular asymmetric encryption algorithms Understand a variety of hash encryption algorithms Identify a variety of cryptanalytic attacks

3 3 Encryption Basics

4 4

5 5 Transposition vs. substitution –With transposition ciphers, data is rearranged –With substitution ciphers, data is replaced Block vs. stream –With block ciphers, data is broken into chunks The encryption algorithm and key are then applied to each chunk –With stream ciphers, the encryption algorithm and key are applied to each piece of data continuously until the entire message is transformed into ciphertext

6 6 Encryption Basics General Problems –Algorithm privacy –Randomness –Performance –Processing power –Key security

7 7 Symmetric Encryption A symmetric encryption algorithm is generally defined as a system that uses the same key for both encryption and decryption

8 8 Symmetric Encryption

9 9 Digital Encryption Standard (DES) Consists of both an algorithm and a key 56-bit key 16-bit blocks 16 rounds Four operating modes ECB (Electronic Codebook) CBC (Cipher Block Chaining) CFB (Cipher Feedback) OFB (Output Feedback)

10 10 Symmetric Encryption

11 11 Symmetric Encryption DES Electronic Codebook (ECB) Block cipher 64-bit blocks 48-bit key Each 48-bit block XORed with 48-bit key

12 12 Symmetric Encryption DES Cipher Block Chaining (CBC) Block cipher 64-bit blocks 48-bit key First block XORed with random block of data then encrypted Each block XORed with previous 64-bit encrypted block

13 13 Symmetric Encryption DES Cipher Feedback (CFB) Block cipher 64-bit blocks 48-bit key Random block of 64-bit data encrypted by DES First block of data then XORed with encrypted random data then encrypted using DES Each block XORed with previous 64-bit encrypted block

14 14 Symmetric Encryption DES Output Feedback (OFB) Block cipher 64-bit blocks 48-bit key Similar to CFB, but does not chain ciphertext Previous DES output is used as input

15 15 Symmetric Encryption 3DES 168-bit key (effective length) 16-bit blocks 16 rounds Four operation modes DES-EEE3 DES-EDE3 DES-EEE2 DES-EDE2

16 16 Symmetric Encryption 3DES DES-EEE3 Data encrypted with 3 different keys

17 17 Symmetric Encryption 3DES DES-EDE3 Data encrypted with Key 1 Data decrypted with Key 2 Data encrypted with Key 3

18 18 Symmetric Encryption 3DES DES-EEE2 Data encrypted with Key 1 Data encrypted with Key 2 Data encrypted with Key 1

19 19 Symmetric Encryption 3DES DES-EDE2 Data encrypted with Key 1 Data decrypted with Key 2 Data encrypted with Key 1

20 20 Symmetric Encryption Advanced Encryption Standard (AES) Rijndael algorithm Variable length key Variable length blocks

21 21 Symmetric Encryption Commercial algorithms RC2 RC4 RC5 RC6 IDEA Blowfish Twofish

22 22 Symmetric Encryption Key Management Password-based encryption (PBE) Hardware-based keys Smart cards Biometrics

23 23 Asymmetric Encryption

24 24 Asymmetric Encryption

25 25 Asymmetric Encryption RSA 1.Computes the product of two large primary numbers of equal length: (n = p * q). The length is usually 154-bit or 512-bit. 2.Chooses a random public key, e, so that e < n and relatively prime to the product of (p-1)(q-1). 3.Chooses a random public key component, e, so that e < n and relatively prime to the product of (p-1)(q-1). 4.Computes the private key component, d, using the equation: d = e-1 mod [(p-1)(q-1)]. 5.The private key is then expressed as (d,n) and the public key is expressed as (e,n). To encrypt a message, p, the formula is c = pe mod n where c is the final ciphertext. To decrypt a message, the formula is p = cd mod n.

26 26 Asymmetric Encryption Digital Signature Standard (DSS) RSA DSA ECDSA

27 27 Asymmetric Encryption Public-key Infrastructure (PKI) Digital certificate

28 28 Asymmetric Encryption Public-key Infrastructure (PKI) Certificate authority (CA) Registration authority (RA) Certificate directory Key backup and recovery server

29 29 Hash Algorithms Message Digest algorithms MD MD2 MD3 MD4 MD5

30 30 Hash Algorithms

31 31 Hash Algorithms Secure Hash Algorithm (SHA-1) NIST standard 160-bit digest

32 32 Cryptanalytic Attacks Ciphertext-only Known-plaintext Chosen-plaintext Chosen-ciphertext Brute force Dictionary

33 33 Cryptanalytic Attacks Man-in-the-middle Meet-in-the-middle Recreate the key Rubber hose

34 34 Summary Encryption algorithms produce ciphertext through transposition or substitution. There are two major categories of encryption algorithms: block and stream. Four major problems apply to encryption algorithms: algorithms are not tested sufficiently when kept private, computers do not adequately produce random numbers by default, encryption results in reduced performance, and increased processing power can ultimately break encryption.

35 35 Summary Symmetric encryption uses the same key for both the encryption and decryption processes. DES, 3DES, AES, RC, IDEA, Blowfish, and Twofish are popular symmetric encryption algorithms. PBE, tokens, smart cards, and biometrics offer a number of ways to protect symmetric keys. Asymmetric encryption uses two keys, one key to encrypt the plaintext and the other to decrypt. The Diffie-Hellman Key Exchange, RSA algorithm, and DSS are robust foundations for public-key encryption.

36 36 Summary PKI is designed to manage the keys necessary to perform public-key encryption. PKI consists of digital certificates, a certificate authority (CA), a registration authority (RA), certificate directory, and a key backup and recovery server. Hash algorithms take a variable plaintext input and produce a fixed length output. The most popular hash algorithms are the MD series and SHA-1 algorithms. Many cryptanalytic attacks pose threats to today’s encryption systems.


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