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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Chapter 4

Encryption

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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

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Encryption Basics

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Encryption Basics

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Encryption Basics

• 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

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Encryption Basics

• General Problems– Algorithm privacy

– Randomness

– Performance

– Processing power

– Key security

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Symmetric Encryption

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

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Symmetric Encryption

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Symmetric Encryption

• 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)

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Symmetric Encryption

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Symmetric Encryption

• DES • Electronic Codebook (ECB)

• Block cipher• 64-bit blocks• 48-bit key• Each 48-bit block XORed with 48-bit key

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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

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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

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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

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Symmetric Encryption

• 3DES• 168-bit key (effective length)• 16-bit blocks• 16 rounds

• Four operation modes• DES-EEE3• DES-EDE3• DES-EEE2• DES-EDE2

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Symmetric Encryption

• 3DES • DES-EEE3

• Data encrypted with 3 different keys

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Symmetric Encryption

• 3DES • DES-EDE3

• Data encrypted with Key 1• Data decrypted with Key 2• Data encrypted with Key 3

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Symmetric Encryption

• 3DES• DES-EEE2

• Data encrypted with Key 1• Data encrypted with Key 2• Data encrypted with Key 1

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Symmetric Encryption

• 3DES • DES-EDE2

• Data encrypted with Key 1• Data decrypted with Key 2• Data encrypted with Key 1

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Symmetric Encryption

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

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Symmetric Encryption

• Commercial algorithms• RC2• RC4• RC5• RC6• IDEA• Blowfish• Twofish

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Symmetric Encryption

• Key Management• Password-based encryption (PBE)• Hardware-based keys• Smart cards• Biometrics

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Asymmetric Encryption

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Asymmetric Encryption

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Asymmetric Encryption

RSA1. 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.

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Asymmetric Encryption

• Digital Signature Standard (DSS)• RSA• DSA• ECDSA

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Asymmetric Encryption• Public-key Infrastructure (PKI)

• Digital certificate

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Asymmetric Encryption

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

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Hash Algorithms

• Message Digest algorithms• MD• MD2• MD3• MD4• MD5

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Hash Algorithms

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Hash Algorithms

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

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Cryptanalytic Attacks

• Ciphertext-only• Known-plaintext• Chosen-plaintext• Chosen-ciphertext• Brute force• Dictionary

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Cryptanalytic Attacks

• Man-in-the-middle• Meet-in-the-middle• Recreate the key• Rubber hose

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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.

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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.

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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.