Introduction to Quantum Computer Programming
RNDr. Daniel Reitzner, PhD.
Introduction to Quantum Computer Programming


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What is quantum information processing | Prominent applications of quantum information processing | Existing quantum devices | Course outline

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Teacher recommends to study from 25/9/2024 to 2/10/2024.

Classical bit and classical operations | Computation is physics | Going quantum - Stern-Gerlach experiment | Quantum state and quantum measurement | Quantum random number generator

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Teacher recommends to study from 2/10/2024 to 9/10/2024.

The ket-bra notation | The key distribution problem | BB84 - Quantum key ”distribution”

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Teacher recommends to study from 9/10/2024 to 16/10/2024.

Quantum circuit | Qiskit | Measurements: more formalism

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Teacher recommends to study from 16/10/2024 to 23/10/2024.

Tensor product | Measurement on multipartite states| Gates on multiqubit registers | Teleportation

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Teacher recommends to study from 23/10/2024 to 6/11/2024.

Fundamental quantum gates | Decompositions of multi-qubit operations | Controlled gates | How to implement single qubit control-U gate | How to implement multi-control-U gate

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Teacher recommends to study from 30/10/2024 to 13/11/2024.

Density matrices from probabilistic state preparation | Density matrices as state reductions | BBM92 QKD protocol

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Teacher recommends to study from 6/11/2024 to 20/11/2024.

Oracles and oracular problems | Quantum oracles | Deutsch-Jozsa algorithm | Bernstein-Vazirani algorithm | Grover search

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Teacher recommends to study from 13/11/2024 to 27/11/2024.

Classical and quantum correlations | GHZ game | Secret sharing | Bell inequalities | CHSH inequality | E91 QKD protocol

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Teacher recommends to study from 27/11/2024 to 18/12/2024.
Teacher recommends to study from 11/12/2024 to 18/12/2024.
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