The controlled-Z gate is CP(π)=diag(1,1,1,−1). Conjugating the target of a controlled-NOT gate by Hadamard gates turns controlled-NOT into controlled-Z.
Ancestors (6)
Incoming links (45)
- Collisional phase gate
- Computational-basis measurement of a graph-state vertex
- Controlled-Z update in the binary phase representation
- Diagonal two-qubit phase entanglement criterion
- Dyadic quantum Fourier transform circuit
- Equatorial measurement of a graph-state leaf
- GHZ preparation with Hadamard and controlled-Z gates
- Graph-state preparation of a computational-basis input
- Heralded Pauli X correction using controlled-Z and measurements
- Liquid-state NMR quantum computing
- Nonadaptive Hadamard–CNOT measurement pattern
- One-bit teleportation
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- Quadratic Boolean phase cancellation
- Quantum logic gate
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