What you would learn in Cryptography and Hashing Fundamentals in Python and Java course?
In this class, you'll be taught the basics of the cryptography process and how to hash using Python and Java. You will learn about the significant aspects of both the public key (symmetric) and public keys (asymmetric) cryptosystems on a step-by-step basis. You will be able to understand the theories and the method of implementation for each cryptographic algorithm and how to break the systems (so which are their weaknesses).
Chapter 1 - Cryptography Fundamentals
What exactly is the goal of cryptography?
Public key and private key cryptosystems
Chapter 2 - Caesar Cipher
Caesar cipher theory and its implementation
How to hack Caesar how to crack the Caesar
Language detection and frequency analysis
Chapter 3 - Vigenere Cipher
The Vigenere Crypher Theory and Implementation
How to break Vigenere the cipher using Kasiski-algorithm
Chapter 4 One-Time Pad (Vernam Cipher)
Random and pseudorandom numbers
the XOR is the logical operator
one-time-pad theory and implementation
Why is it so difficult to break the Vernam the cipher?
Chapter 5 Data Encryption Standard (DES)
Data encryption standard (DES) theoretical and operational
Different cryptoanalysis and linear cryptoanalysis
Chapter 6 Advanced Encryption Standard (AES)
Advanced Encryption Standard (AES) theoretical and practical
Shannon's confusion and dispersion
Chapter 7 Asymmetric Cryptosystems
issues in private-key cryptosystems
prime numbers and random numbers in cryptography
Chapter 8 Modular Arithmetic
Arithmetic fundamentals in modular form
Finding prime numbers - an approach that is naive and sophisticated algorithms
integer factorization problem
A discrete logarithm issue
Chapter 9 Diffie Hellman Key Exchange
Critical exchange algorithm theory of Diffie-Hellman and its implementation
Primitive roots and prime numbers
Chapter 10 RSA Algorithm
RSA algorithm and the theory of its implementation
the issue of factorization
Chapter 11 Advanced Modular Arithmetic
Euclidean and the most common divisor (GCD) problem
an extended Euclidean algorithm (EGCD)
Inverse problem with modularization
Chapter 12 Elliptic Curve Cryptography (ECC)
Cryptography with elliptic curves theory and implementation
Why does Bitcoin employ the elliptic curve cryptography?
Chapter 13 Cryptographic Hashing
What exactly is hashing in cryptography?
properties of hashing
MD5 as well as SHA algorithm
Know the basics of encryption systems using private keys
Caesar cipher as well as Vigenere cipher
Frequency analysis as well as the Kasiski algorithm
One Time Pad (OTP) and Shannon secret
Numbers that are pseudorandom and random
Data Encryption Standard (DES) and Advanced Encryption Standard (AES)
Know the fundamentals of encryption systems using public keys
RSA Key exchange algorithms Diffie Hellman and RSA
Elliptic Curve Cryptography
Modular arithmetic - the basics (Fermat's theorem formula, finding primes and primes, integer factorization, and the discrete logarithm)
Euclidean algorithm (most significant common divisor problem) and the extended Euclidean algorithm.
Learn about the importance of hashing (MD5 as well as SHA)
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