Quantum information science |
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| General |
- Quantum computing
- Qubit
- DiVincenzo's criteria
- Quantum information
- Quantum programming
- Quantum processors
- Cloud-based quantum computing
- Timeline of quantum computing
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| Theorems |
- Bell's theorem
- Gleason's theorem
- Gottesman–Knill theorem
- Holevo's theorem
- Margolus–Levitin theorem
- No-broadcast theorem
- No-cloning theorem
- No-communication theorem
- No-deleting theorem
- No-hiding theorem
- No-teleportation theorem
- PBR theorem
- Quantum threshold theorem
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Quantum communication |
- Quantum capacity
- Classical capacity
- Entanglement-assisted classical capacity
- Quantum channel
- Quantum cryptography
- Quantum key distribution
- BB84
- SARG04
- Three-stage quantum cryptography protocol
- Quantum teleportation
- Superdense coding
- LOCC
- Entanglement distillation
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| Quantum algorithms |
- Universal quantum simulator
- Deutsch–Jozsa algorithm
- Grover's algorithm
- Quantum Fourier transform
- Shor's algorithm
- Simon's problem
- Quantum phase estimation algorithm
- Quantum counting algorithm
- Quantum annealing
- Quantum algorithm for linear systems of equations
- Amplitude amplification
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Quantum complexity theory |
- Quantum Turing machine
- EQP
- BQP
- QMA
- PostBQP
- QIP
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Quantum computing models |
- Quantum circuit
- One-way quantum computer
- Adiabatic quantum computation
- Topological quantum computer
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Quantum error correction |
- Stabilizer codes
- Entanglement-Assisted Quantum Error Correction
- Shor code
- Steane code
- CSS code
- Quantum convolutional codes
- Toric code
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Physical implementations | | Quantum optics |
- Cavity QED
- Circuit QED
- Linear optical quantum computing
- KLM protocol
- Boson sampling
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| Ultracold atoms |
- Trapped ion quantum computer
- Optical lattice
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| Spin-based |
- Nuclear magnetic resonance QC
- Kane QC
- Loss–DiVincenzo QC
- Nitrogen-vacancy center
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Superconducting quantum computing |
- Charge qubit
- Flux qubit
- Phase qubit
- Transmon
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| Software |
- libquantum
- OpenQASM
- Q#
- Qiskit
- IBM Q Experience
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