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Quantum Computing

Master the next frontier of computing — learn quantum mechanics, qubits, quantum algorithms, and their real-world applications.

Quantum Computing is the future of computation, offering exponential speedups for problems beyond the reach of classical machines. This course is structured as a step-by-step roadmap, beginning with mathematics and physics basics, and leading into quantum circuits, algorithms, SDKs, and applications.

You’ll learn to:

  • Understand the mathematical and physical foundations of quantum mechanics.

  • Work with qubits, superposition, entanglement, and quantum gates.

  • Code quantum circuits with Qiskit, Cirq, and Q#.

  • Implement famous algorithms like Grover’s & Shor’s.

  • Explore quantum hardware platforms (IBM Quantum, Amazon Braket, Azure Quantum).

  • Apply quantum computing to machine learning, optimization, chemistry, and cryptography.

By the end, you’ll be prepared to contribute to this cutting-edge research field and build skills for the future of computing.

Resources

  • IBM Qiskit Documentation

  • Google Cirq Tutorials

  • Microsoft Q# Resources

  • PennyLane Quantum ML Framework

Instructor Approach

This course blends theory + hands-on quantum programming. Every phase has coding labs and simulations:

  • Visualizing qubits and gates on the Bloch sphere.

  • Running Grover’s and Shor’s algorithms on IBM Quantum Experience.

  • Building simple quantum ML models with PennyLane.

  • Applying quantum methods to finance and chemistry case studies.

By the end, you will:

  • Have a solid foundation in quantum theory & coding.

  • Be comfortable with quantum SDKs & cloud platforms.

  • Build a portfolio of research-based projects.

This roadmap positions you for academic research, quantum software roles, and cutting-edge industry applications.

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What Will You Learn?

  • Core mathematics: linear algebra, probability, and statistics.
  • High-level quantum mechanics concepts.
  • Work with qubits, Bloch sphere, and superposition.
  • Understand quantum entanglement & no-cloning theorem.
  • Build quantum circuits using Hadamard, Pauli, and CNOT gates.
  • Learn Qiskit, Cirq, and Q# for quantum programming.
  • Implement Grover’s & Shor’s algorithms.
  • Explore gate-based and annealing-based hardware.
  • Use cloud platforms like IBM Quantum, Google Quantum AI, and Azure.
  • Apply quantum computing in finance, AI, chemistry, and cryptography.