SOLVED: A controlled NOT gate (CNOT gate) uses the X (NOT) gate. There is also a controlled Y gate and a controlled Z gate. The general matrix representation C(U) (where U is
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Equivalent quantum circuit for implementing controlled-Z operation with... | Download Scientific Diagram
Schematic illustration of the implementation of the controlled-Z gate... | Download Scientific Diagram
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![PDF] Photonic scheme for implementing quantum square root controlled Z gate using phase and intensity encoding of light | Semantic Scholar](https://d3i71xaburhd42.cloudfront.net/df836c0d178e8a2cff3b11d7abe14ca2ecdead8a/7-Figure9-1.png "PDF] Photonic scheme for implementing quantum square root controlled Z gate using phase and intensity encoding of light | Semantic Scholar")
PDF] Photonic scheme for implementing quantum square root controlled Z gate using phase and intensity encoding of light | Semantic Scholar
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SOLVED: 39. Construct a CNOT gate from one controlled-Z gate, that is, the gate whose action in the computational basis is specified by the unitary matrix < p m a t r i x >
Figure 2.26 from Quantum Computing Basics and Concepts 1.1 Introduction | Semantic Scholar
Controlled two-qubit gates and swap gate | Download Scientific Diagram
Thinking of Operations as Controls
How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange
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Controlled-Z gate as implemented in Routine 3. | Download Scientific Diagram
How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange
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Control-Z Gate Sequence — Pulser 0.17.2 documentation
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Verify that Fig. 18.3 shows how to make a controlled-Z gat... | Chegg.com
