دانلود کتاب Cryptography Algorithms: A guide to algorithms in blockchain, quantum cryptography, zero-knowledge protocols, and homomorphic encryption

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Cover\nTitle Page\nCopyright and Credits\nDedication\nContributors\nTable of Contents\nPreface\nSection 1: A Brief History and Outline of Cryptography\nChapter 1: Deep Diving into Cryptography\n An introduction to cryptography\n Binary numbers, ASCII code, and notations\n Fermat\'s Last Theorem, prime numbers, and modular mathematics\n A brief history and a panoramic overview of cryptographic algorithms\n Rosetta Stone\n Caesar cipher\n ROT13\n The Beale cipher\n The Vernam cipher\n Notes on security and computation\n Summary\nSection 2: Classical Cryptography (Symmetric and Asymmetric Encryption)\nChapter 2: Introduction to Symmetric Encryption\n Notations and operations in Boolean logic\n DES algorithms\n Simple DES\n DES\n Triple DES\n DESX\n AES Rijndael\n Description of AES\n Attacks and vulnerabilities in AES\n Summary\nChapter 3: Asymmetric Encryption\n Introduction to asymmetric encryption\n The pioneers\n The Diffie-Hellman algorithm\n The discrete logarithm\n Explaining the D-H algorithm\n Analyzing the algorithm\n Possible attacks and cryptanalysis on the D-H algorithm\n RSA\n Explaining RSA\n Analyzing RSA\n Conventional attacks on the algorithm\n The application of RSA to verify international treaties\n Unconventional attacks\n PGP\n The ElGamal algorithm\n Summary\nChapter 4: Introducing Hash Functions and Digital Signatures\n A basic explanation of hash functions\n Overview of the main hash algorithms\n Logic and notations to implement hash functions\n Explanation of the SHA-1 algorithm\n Notes and example on SHA-1\n Authentication and digital signatures\n RSA digital signatures\n Digital signatures with the El Gamal algorithm\n Blind signatures\n Summary\nSection 3: New Cryptography Algorithms and Protocols\nChapter 5: Introduction to Zero-Knowledge Protocols\n The main scenario of a ZKP – the digital cave\n Non-interactive ZKPs\n Schnorr\'s interactive ZKP\n An introduction to zk-SNARKs – spooky moon math\n Zk-SNARKs in Zcash cryptocurrency\n One-round ZKP\n ZK13 – a ZKP for identification and key exchange\n Summary\nChapter 6: New Algorithms in Public/Private Key Cryptography\n The genesis of the MB09 algorithm\n Introducing the MB09 algorithm\n An explanation of MB09\n Introducing the MBXI algorithm\n A numerical example of MBXI\n Unconventional attacks on RSA\n Digital signatures on MBXI\n A direct signature method in MBXI\n The appendix signature method with MBXI\n A mathematical demonstration of the MBXI digital signature algorithm\n The evolution of MB09 and MBXI – an introduction to MBXX\n An explanation of the MBXX protocol\n Summary\nChapter 7: Elliptic Curves\n An overview of elliptic curves\n Operations on elliptic curves\n Scalar multiplication\n Implementing the D-H algorithm on elliptic curves\n Elliptic curve secp256k1 – the Bitcoin digital signature\n Step one – generating keys\n Step two – performing the digital signature in secp256k1\n Step three – verifying the digital signature\n A numerical exercise on a digital signature on secp256k1\n Attacks on EDCSA and the security of elliptic curves\n Step one – discovering the random key, [k]\n Step two – recovering the private key, [d]\n Considerations about the future of ECC\n Summary\nChapter 8: Quantum Cryptography\n Introduction to Q-Mechanics and Q-Cryptography\n An imaginary experiment to understand the elements of Q-Mechanics\n Step 1 – Superposition\n Step 2 – The indetermination process\n Step 3 – Spin and entanglement\n Q-Cryptography\n Quantum key distribution – BB84\n Step 1 – Initializing the quantum channel\n Step 2 – Transmitting the photons\n Step 3 – Determining the shared key\n Analysis attack and technical issues\n Quantum computing\n Shor\'s algorithm\n Step 1 – Initializing the qubits\n Step 2 – Choosing the random number, a\n Step 3 – Quantum measurement\n Step 4 – Finding the right candidate, (r)\n Quantum Fourier Transform\n Step 5 – Factorizing (n)\n Notes on Shor\'s algorithm\n Post-Q-Cryptography\n Summary\nSection 4: Homomorphic Encryption and the Crypto Search Engine\nChapter 9: Crypto Search Engine\n Introduction to CSE – homomorphism\n Partial homomorphism in RSA\n Analysis of homomorphic encryption and its implications\n Math and logic behind search engines\n Introduction to trees – graph theory\n Huffman code\n Hash and Boolean logic\n CSE explained\n The innovation in CSE\n Computational analysis on CSE\n Example of computational brute-force cracking\n Applications of CSE\n Summary\nIndex\nAbout Packt\nOther Books You May Enjoy