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Lectures

  1. Introduction to Quantum Computing
  2. Lecture Notes on Multiple Qubit Gates and Quantum Algorithms
  3. Lecture Notes on Quantum Mechanics: Wave Reflection, Virtual Lab, Linear Algebra and Hilbert Spaces
  4. Lecture Notes on Matrix Representation of Linear Operators and Basis Transformations
  5. Lecture Notes on Operators and Eigenvalue Problems in Quantum Mechanics
  6. Lecture Notes on Tensor Products, Spectral Representation, and Matrix Decompositions
  7. Lecture Notes on Linear Algebra and Introduction to Quantum Mechanics
  8. Lecture Notes on Quantum Mechanics and Quantum Computing
  9. Lecture Notes on Quantum Mechanics: Measurement, Entanglement, and Density Operators
  10. Lecture Notes on Density Matrices
  11. Lecture Notes on Composite Quantum Systems and Entanglement
  12. Lecture Notes on Advanced Quantum Mechanics: Bell’s Theorem, Zirson Inequality, and Density Matrix
  13. Quantum Computer Implementation and Related Concepts
  14. Lecture Notes on Quantum Computing with Harmonic Oscillators and Photons
  15. Lecture Notes on Quantum Computing
  16. Lecture Notes on Quantum Computing: Foundations and Research
  17. Lecture Notes on Quantum Computation: Unitary Operations and Quantum Gates
  18. Lecture Notes on Quantum Computation - Single and Two-Qubit Gates
  19. Lecture Notes on Quantum Circuit Synthesis and Complexity
  20. Lecture Notes on Quantum Algorithms: Deutsch-Josa and Phase Kickback
  21. Lecture Notes on Quantum Algorithms and Fourier Transform
  22. Lecture Notes on Quantum Algorithms
  23. Lecture Notes on Quantum Algorithms and Protocols
  24. Lecture Notes on Quantum Information: Super Dense Coding, Teleportation, Error Correction, and Entropy