Quantum fourier transform

Quantum Fourier transform for nanoscale quantum sensing | npj Quantum Information

Dec 29 by Zololkis

Show results from All journals This journal. Arithmetic is crucial for the implementation of any kind of algorithm in classical computer science, but also in quantum computing. But at other times, instead of passing that value to the operator, we would like it to pull the information from another register. First target spin is responsible for the flip of least significant qubit, while second target spin is responsible for the flip of most significant qubit. We further point out the ability for demultiplexing the nuclear magnetic resonance NMR signals using QFT and demonstrate precision scaling with the number of used qubits. Electric-field sensing using single diamond spins. Change of basis applied in quantum computing. The ket representation of the multiplication of 3 and 7 is [1 0 1 0 1]. View author publications. D and ref.