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Qiskit Lab
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Mathematical reference
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Formula Atlas
A concise reference to the mathematical structures used throughout the course.
The quantum computing landscape
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Complex numbers and probability amplitudes
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Vectors, matrices and Hilbert spaces
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Single-qubit states and the Bloch sphere
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Quantum gates and circuit composition
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Tensor products and entanglement
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Measurement and information
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Interference and phase kickback
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Deutsch–Jozsa algorithm
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Bernstein–Vazirani algorithm
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Quantum Fourier transform
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Quantum phase estimation
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Grover search and amplitude amplification
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Quantum teleportation
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Superdense coding
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Shor and order finding
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Quantum noise and density matrices
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Quantum error correction
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Variational quantum algorithms
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Quantum complexity and realistic advantage
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