Quantum Computing and its Applications

Contents

  1. Introduction
    • Why Quantum Computing?
    • Skill Sets for Quantum Computing Engineer
    • What is Quantum Computing?
    • Classical Vs Quantum Computing
    • Fundamental Principles of Quantum Computing
    • What is Qubit?
    • Different Approaches used to create Qubits
    • Quantum Computing H/W : Challenges and Considerations
    • Quantum Register
    • Quantum Gates
    • Quantum Circuits
    • Quantum Circuit Model
    • Quantum Processing Unit
    • Quantum Measurements and Measuring devices
    • The Schrödinger Equation in Quantum Computing
    • Architecture of Quantum Computing
    • Quantum Computing Cooling systems
  2. Mathematical Model for Quantum Computing
    • Representation of Qubits
    • Dirac Notation
    • Qubit States
    • Inner and Outer Product
    • Magnitude and Normalization
    • Angle between two Qubit Vector
    • Linear Combination of two Qubit Vectors
    • Superposition of Qubits
    • Entanglement of Qubits
    • Hilbert Space
    • Tensor Product
    • Block Sphere
    • Q-Sphere
  3. Quantum Gates and Quantum Circuits
    • Hadamard Gate
    • Phase Shift Gates
    • Pauli Gates
    • Swap Gates
    • Fredkin Gates
    • Toffolli Gates
    • Controlled Gates
    • Single-Qubit Gates (X, Y, Z, Hadamard)
    • Multi-Qubit Gates (CNOT, Toffoli, Swap)
    • Building and Simulating Quantum Circuits
  4. Quantum Algorithms
    • Quantum Fourier Transform
    • Grover’s Algorithm
    • Shor’s Algorithm
  5. State of Art Quantum Applications
  6. Research Trends
  7. Question Bank

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References

  1. Introduction to Quantum Computing1

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