Quantum criticality and dyonic black holes
... Talk online at http://sachdev.physics.harvard.edu ...
... Talk online at http://sachdev.physics.harvard.edu ...
Algorithms and Architectures for Quantum Computers
... computers, and after years of testing, modeling, and planning, we have come to understand how this can be achieved by combining fault tolerance techniques developed by von Neumann, with methods from atomic physics. Our main approach is to develop highly integrated trapped ion systems, in which state ...
... computers, and after years of testing, modeling, and planning, we have come to understand how this can be achieved by combining fault tolerance techniques developed by von Neumann, with methods from atomic physics. Our main approach is to develop highly integrated trapped ion systems, in which state ...
A Functional Architecture for Scalable Quantum Computing
... show the pulse shape of the fluxonium qubit and the phase accumulated by |11i state. For these parameters, the √ CPhase gate fidelity is 99.97% with a gate time t CPhase = π/ 2g = 70.7 ns. IV. Fig. 5. Eigenfrequencies of the transmon-fluxonium coupled system showing avoided crossing between differen ...
... show the pulse shape of the fluxonium qubit and the phase accumulated by |11i state. For these parameters, the √ CPhase gate fidelity is 99.97% with a gate time t CPhase = π/ 2g = 70.7 ns. IV. Fig. 5. Eigenfrequencies of the transmon-fluxonium coupled system showing avoided crossing between differen ...
Feynman lectures on computation
... • The QFT essentially peaks the probability amplitudes at integer multiples of M/r. When we measure the input registers, we randomly get c=jM/r, with 0 j r 1 . c j ...
... • The QFT essentially peaks the probability amplitudes at integer multiples of M/r. When we measure the input registers, we randomly get c=jM/r, with 0 j r 1 . c j ...
