Quantum Computation and Information Security

This course covers the following learning outcomes and goals: understanding the basics of quantum computation and its applications in information security, exploring the principles of quantum bits (qubits) and their complex states, learning about quantum key distribution and its role in secure communication, and gaining insights into Shor's algorithm for factoring large numbers efficiently. The course teaches individual skills such as RSA encryption, factoring numbers using quantum algorithms, quantum key distribution techniques, and the experimental demonstration of qubits. Additionally, it covers concepts like Schrodinger's Cat, qubit states, polarized light representation of bits, and the differences between classical and quantum computers. The teaching method of the course involves a combination of theoretical explanations, practical demonstrations, and thought experiments to illustrate complex concepts in quantum computation and information security. The intended audience for this course includes individuals interested in cryptography, quantum computing, information security, and those looking to deepen their understanding of advanced computational concepts.