![Breakthrough for the realization of ultrafast quantum computers: the world's fastest 2-Qubit gate between two single atoms | Institute for Molecular Science Breakthrough for the realization of ultrafast quantum computers: the world's fastest 2-Qubit gate between two single atoms | Institute for Molecular Science](https://www.ims.ac.jp/news/images/en0809_3.png)
Breakthrough for the realization of ultrafast quantum computers: the world's fastest 2-Qubit gate between two single atoms | Institute for Molecular Science
![How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange](https://i.stack.imgur.com/IA6d1.png)
How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange
![Equivalent quantum circuit for implementing controlled-Z operation with... | Download Scientific Diagram Equivalent quantum circuit for implementing controlled-Z operation with... | Download Scientific Diagram](https://www.researchgate.net/publication/337754120/figure/fig8/AS:962156270977066@1606407339962/Equivalent-quantum-circuit-for-implementing-controlled-Z-operation-with-CNOT-gate-using.png)
Equivalent quantum circuit for implementing controlled-Z operation with... | Download Scientific Diagram
![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 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](https://cdn.numerade.com/ask_images/43a4f1b3e1ef4cb5bfe9c6e403332749.jpg)
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
![quantum gate - Why is the action of controlled-Z unaltered by exchanging target control qubits? - Quantum Computing Stack Exchange quantum gate - Why is the action of controlled-Z unaltered by exchanging target control qubits? - Quantum Computing Stack Exchange](https://i.stack.imgur.com/Jo48d.png)
quantum gate - Why is the action of controlled-Z unaltered by exchanging target control qubits? - Quantum Computing Stack Exchange
![Researchers make progress in application of larger-scale quantum algorithms and quantum architecture Researchers make progress in application of larger-scale quantum algorithms and quantum architecture](https://newshub.sustech.edu.cn/en/wp-content/uploads/2022/11/Dapeng-Yu1.png)
Researchers make progress in application of larger-scale quantum algorithms and quantum architecture
![How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange](https://i.stack.imgur.com/d9cDZ.png)
How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange
![How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange](https://i.stack.imgur.com/NztpV.png)
How to construct a multi-qubit controlled-Z from elementary gates? - Quantum Computing Stack Exchange
![Symmetry | Free Full-Text | A Novel Strong S-Box Design Using Quantum Crossover and Chaotic Boolean Functions for Symmetric Cryptosystems Symmetry | Free Full-Text | A Novel Strong S-Box Design Using Quantum Crossover and Chaotic Boolean Functions for Symmetric Cryptosystems](https://www.mdpi.com/symmetry/symmetry-15-00833/article_deploy/html/images/symmetry-15-00833-g001.png)