Phys. Rev. Lett
... map equal to F ¼ 0:950 0:015. This bidirectional spinOAM interface allows the extension to OAM of many protocols currently only possible with polarization. For example, the realization of a two-photon C-NOT gate for OAM states can be obtained by exploiting a C-NOT for states. As a further consid ...
... map equal to F ¼ 0:950 0:015. This bidirectional spinOAM interface allows the extension to OAM of many protocols currently only possible with polarization. For example, the realization of a two-photon C-NOT gate for OAM states can be obtained by exploiting a C-NOT for states. As a further consid ...
High-Fidelity Polarization Storage in a Gigahertz Bandwidth
... with a diode laser. The optical pumping laser is orthogonally polarized to the signal and is in a counter-propagating geometry. The cell is shielded from stray magnetic fields with several layers of µ-metal. By fitting the storage time to our model of magnetic dephasing, we estimate the stray magnet ...
... with a diode laser. The optical pumping laser is orthogonally polarized to the signal and is in a counter-propagating geometry. The cell is shielded from stray magnetic fields with several layers of µ-metal. By fitting the storage time to our model of magnetic dephasing, we estimate the stray magnet ...
Quantum Computation and Quantum Information” by Michael
... – Chapter 4: which builds on the concepts of chapters 1 and 2, introducing more in depth quantum algorithms, qubit operations, qubit gates, quantum circuits, and finally, notions of quantum simulation. – Chapter 5: which introduces the quantum Fourier transform, with applications in order-finding an ...
... – Chapter 4: which builds on the concepts of chapters 1 and 2, introducing more in depth quantum algorithms, qubit operations, qubit gates, quantum circuits, and finally, notions of quantum simulation. – Chapter 5: which introduces the quantum Fourier transform, with applications in order-finding an ...
Literature Review
... while retaining smaller and smaller physical systems. Co-founder of Intel, Gordon Moore, proposed a theory that the number of transistors per square inch on an integrated circuit doubles every year. Up until the 21st century this theory held true, however, traditional silicon based computing devices ...
... while retaining smaller and smaller physical systems. Co-founder of Intel, Gordon Moore, proposed a theory that the number of transistors per square inch on an integrated circuit doubles every year. Up until the 21st century this theory held true, however, traditional silicon based computing devices ...
Lecture 22/23 1 Quantum Mechanics
... Think again about the state |00� + |11�. What happens if you measure just the first qubit? Right, with probability 1/2 you get |00�, with probability 1/2 you get |11�. Now, why might that be disturbing? Right: because the second qubit might be light-years away from the first one! For a measurement of ...
... Think again about the state |00� + |11�. What happens if you measure just the first qubit? Right, with probability 1/2 you get |00�, with probability 1/2 you get |11�. Now, why might that be disturbing? Right: because the second qubit might be light-years away from the first one! For a measurement of ...
Quantum Information and Quantum Computation
... Chapter 52. Quantum Information and Quantum Computation Quantum computers store and process information at the level of individual quanta--atoms, photons, and electrons. Even if Moore's law persists, commercial quantum computers are not yet due on the shelves for another few decades; nonetheless, p ...
... Chapter 52. Quantum Information and Quantum Computation Quantum computers store and process information at the level of individual quanta--atoms, photons, and electrons. Even if Moore's law persists, commercial quantum computers are not yet due on the shelves for another few decades; nonetheless, p ...
Landahl.quantum.errorcor
... Introduction: why quantum error correction? • Quantum states of superposition (which stores quantum information) extremely fragile. • Quantum error correction more tricky than classical error correction. • In the field of quantum computation, what is possible in theory is very far off from what can ...
... Introduction: why quantum error correction? • Quantum states of superposition (which stores quantum information) extremely fragile. • Quantum error correction more tricky than classical error correction. • In the field of quantum computation, what is possible in theory is very far off from what can ...
Classical and Quantum Error Correction
... Introduction: why quantum error correction? • Quantum states of superposition (which stores quantum information) extremely fragile. • Quantum error correction more tricky than classical error correction. • In the field of quantum computation, what is possible in theory is very far off from what can ...
... Introduction: why quantum error correction? • Quantum states of superposition (which stores quantum information) extremely fragile. • Quantum error correction more tricky than classical error correction. • In the field of quantum computation, what is possible in theory is very far off from what can ...
