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University of Colorado Boulder vía Coursera
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Advanced Data Structures, RSA and Quantum Algorithms

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  • RSA Public Key Cryptography and Basics of Quantum Computing
    • This module covers a brief recap of elementary number theory, GCD, Euclid's algorithm, Bezout coefficients and presents the RSA public key cryptosystem. It then shows how the security of RSA relies on the supposed hardness of the factoring problem for numbers that are semi-primes
  • Quantum Computing: Qubits, Quantum Gates and Grover's Search Algorithm
    • This module covers the basics of quantum computing with an introduction to qubits, the concept of a superposition, the effect of measuring a qubit, elementary quantum gates, direct/tensor products, entanglements, quantum parallelism and ends with a presentation of Grover's search algorithm. We will have a brief introduction to IBM qiskit package for exploring quantum circuits.
  • Final Exam