Modes of Operation INSTRUCTOR DANIA ALOMAR Modes of

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Modes of Operation INSTRUCTOR: DANIA ALOMAR

Modes of Operation INSTRUCTOR: DANIA ALOMAR

Modes of Operation • A block cipher can be used in various methods for

Modes of Operation • A block cipher can be used in various methods for data encryption and decryption; these methods are called modes of operation. • Five well-known o o o block cipher modes of operation are: Electronic Codebook (ECB) Ciphertext Block Chaining (CBC) Ciphertext Feedback (CFB) Output Feedback (OFB) Counter (CTR) • The same key is used for the block cipher regardless of the mode of operation (i. e. , mode of operations never change the key used for encryption or decryption)

ECB Mode Encryption • The message is divided into blocks and each block is

ECB Mode Encryption • The message is divided into blocks and each block is encrypted separately.

ECB Mode Decryption

ECB Mode Decryption

Advantages and Limitations of ECB • This mode is the fastest and easiest o

Advantages and Limitations of ECB • This mode is the fastest and easiest o Use to encrypt small amounts of data, such as PINs, challenge-response values in authentication processes, and encrypting keys. • Helpful when using encryption in databases. o Any record or table can be added, encrypted, deleted, or decrypted independently of any other table or record. • Each block can be encrypted/decrypted in parallel. • Noise in one block affects no other block. • The disadvantage o Gain Information about repeated blocks o Can rearrange or modify blocks to his own advantage

Ciphertext Block Chaining (CBC) • To overcome the security deficiencies of ECB. CBC is

Ciphertext Block Chaining (CBC) • To overcome the security deficiencies of ECB. CBC is a technique in which the same plaintext block, if repeated, produces different ciphertext blocks. • Does not reveal a pattern, because each block of text, the key, and the value based on the previous block are processed in the algorithm and applied to next block of text.

Initialization Vector • A sort of 'dummy block' to kick off the process for

Initialization Vector • A sort of 'dummy block' to kick off the process for the first real block, and also to provide some randomization for the process. • The IV is a data block that is that same size as the cipher block. • The IV must be known to both the sender and receiver. • For maximum security, the IV should be protected against unauthorized changes. This could be done by sending the IV using ECB encryption. • Never reused with the same key. • For CBC and CFB, reusing an IV leaks some information about the first block of plaintext, and about any common prefix shared by the two messages. • For OFB and CTR, reusing an IV completely destroys security. • In CBC mode, the IV must, in addition, be randomly generated at encryption time.

CBC Mode Decryption • A one-bit change in the ciphertext affects two plaintext blocks:

CBC Mode Decryption • A one-bit change in the ciphertext affects two plaintext blocks: o complete corruption of the corresponding plaintext block, o a one-bit change in the following plaintext block.

Advantages and Limitations of CBC • Each ciphertext block depends on all message blocks

Advantages and Limitations of CBC • Each ciphertext block depends on all message blocks proceeding it • A change in the message affects all ciphertext blocks after the change as well as the original block • Initial Value (IV) need to be known to sender & receiver o If IV is sent in the clear, an attacker can change bits of the first block, and change IV to compensate § § Either it must be sent encrypted in ECB mode before rest of message Use different IV each time when encrypt a message. • Applications: bulk data encryption, authentication

Advantages and Limitations of CBC • C 1 = E(K, [IV P 1]) •

Advantages and Limitations of CBC • C 1 = E(K, [IV P 1]) • P 1 = IV D(K, C 1) • Now use the notation that X[i] denotes the ith bit of the b-bit quantity X. Then • P 1[i] = IV[i] D(K, C 1)[i] • Then, using the properties of XOR, we can state • P 1[i]' = IV[i]' D(K, C 1)[i] • This means that if an opponent can predictably change bits in IV, the corresponding bits of the received value of can be changed.

Ciphertext Feedback (CFB) • Message is treated as a stream of bits or bytes.

Ciphertext Feedback (CFB) • Message is treated as a stream of bits or bytes. • Result is feed back for next stage (hence name) • Standard allows any number of bit (1, 8, 64 or 128 etc) to be feed back o denoted CFB-1, CFB-8, CFB-64, CFB-128 etc • Most efficient to use all bits in block (64 or 128) Ci = Pi EK(Ci-1) C-1 = IV • Used for stream data encryption

 • The input to the encryption function is a b-bit shift register that

• The input to the encryption function is a b-bit shift register that is initially set to some initialization vector (IV). • The leftmost (most significant) s bits of the output of the encryption function are XORed with the first segment of plaintext P 1 to produce the first unit of ciphertext C 1. • The contents of the shift register are shifted left by s bits, and C 1 is placed in the rightmost (least significant) s bits of the shift register. C 1 = P 1 MSBs[E(K, IV)]

 • For decryption, the same scheme is used, except that the received ciphertext

• For decryption, the same scheme is used, except that the received ciphertext unit is XORed with the output of the encryption function to produce the plaintext unit. • Note that it is the encryption function that is used, not the decryption function. P 1 = C 1 MSBs[E(K, IV)]

Advantages and Limitations of CFB • A one-bit change in the ciphertext affects two

Advantages and Limitations of CFB • A one-bit change in the ciphertext affects two plaintext blocks: oa one-bit change in the corresponding plaintext block, oand complete corruption of the following plaintext block. • Appropriate when data arrives in bits/bytes. • Most common stream mode. • Limitation: need to pause while do block encryption after every n-bits • Applications: stream data encryption, authentication

Reading “Cryptography and Network Security Principles and Practices”, Fourth Edition by William Stallings Chapter

Reading “Cryptography and Network Security Principles and Practices”, Fourth Edition by William Stallings Chapter 6