A Functional Architecture for Scalable Quantum Computing
... √ called SWAP class, allows gates from the set {iSWAP, iSWAP, iSWAP1/4, . . .}, and can be applied between any fluxonium and transmon pair. A second two-qubit gate class (called CPhase class) is available between a fluxonium and an upper transmon. This is a parametrized class of the four controlled ...
... √ called SWAP class, allows gates from the set {iSWAP, iSWAP, iSWAP1/4, . . .}, and can be applied between any fluxonium and transmon pair. A second two-qubit gate class (called CPhase class) is available between a fluxonium and an upper transmon. This is a parametrized class of the four controlled ...
On the Derivation of the Time-Dependent Equation of Schrodinger
... were introduced at the beginning of Schrodingers fourth 1926 communication (7) as the fundamental equations of the new mechanics. We note in passing that Eq. (11) does not contain ! It is perhaps not uninteresting in the context of the present paper to remark that Schrodinger's motivation in der ...
... were introduced at the beginning of Schrodingers fourth 1926 communication (7) as the fundamental equations of the new mechanics. We note in passing that Eq. (11) does not contain ! It is perhaps not uninteresting in the context of the present paper to remark that Schrodinger's motivation in der ...
Comparison of 3D classical and quantum mechanical He scattering
... quantum mechanics? Since the interaction is generally strong, EhrenfestÕs theorem invalidates the picture of the trajectories. If we adhere the purely stochastic (``Heidelberg approach'') discussion of quantum chaos; the dwell time of atoms near the surface has to be determined as a function of appr ...
... quantum mechanics? Since the interaction is generally strong, EhrenfestÕs theorem invalidates the picture of the trajectories. If we adhere the purely stochastic (``Heidelberg approach'') discussion of quantum chaos; the dwell time of atoms near the surface has to be determined as a function of appr ...
Lecture 24: Tensor Product States
... Definition of Tensor product • Suppose you have a system with 10 possible states • Now you want to enlarge your system by adding ten more states to its Hilbert space. – The dimensionality of the Hilbert space increases from 10 to 20 – The system can now be found in one of 20 possible states – This ...
... Definition of Tensor product • Suppose you have a system with 10 possible states • Now you want to enlarge your system by adding ten more states to its Hilbert space. – The dimensionality of the Hilbert space increases from 10 to 20 – The system can now be found in one of 20 possible states – This ...
Quantum numbers for relative ground states of antiferromagnetic
... Here dN/2e denotes the smallest integer greater than or equal to N/2. “Minimal degeneracy” means that the relative ground state in H(M ) is twofold degenerate if there are two different shift quantum numbers and nondegenerate if k = 0 mod N or k = N/2 mod N , the latter for even N . It is noteworthy ...
... Here dN/2e denotes the smallest integer greater than or equal to N/2. “Minimal degeneracy” means that the relative ground state in H(M ) is twofold degenerate if there are two different shift quantum numbers and nondegenerate if k = 0 mod N or k = N/2 mod N , the latter for even N . It is noteworthy ...
QUANTUM ERROR CORRECTING CODES FROM THE
... of states and operators on which the error operators are jointly well-behaved in a precise sense. The stabilizer formalism for QEC [5, 6] gives a constructive framework to find correctable codes for error models of "Pauli type". While there are other successful techniques that can be applied in spec ...
... of states and operators on which the error operators are jointly well-behaved in a precise sense. The stabilizer formalism for QEC [5, 6] gives a constructive framework to find correctable codes for error models of "Pauli type". While there are other successful techniques that can be applied in spec ...
Quantum (wave) mechanics
... The Rutherford-Bohr model of the atom described the electron orbiting around the nucleus in circular orbits. This is a planetary model like the planets orbiting the Sun. However, in terms of Quantum Mechanics the electron has to be regarded as a wave so that experimental observations agree with theo ...
... The Rutherford-Bohr model of the atom described the electron orbiting around the nucleus in circular orbits. This is a planetary model like the planets orbiting the Sun. However, in terms of Quantum Mechanics the electron has to be regarded as a wave so that experimental observations agree with theo ...
Coleman progress - Rutgers Physics
... diversity, different phase transitions often share many fundamental characteristics. The specific heat when water turns to steam at a critical pressure has exactly the same power-law dependence on temperature as that of iron when it is demagnetized by having its temperature raised. Understanding thi ...
... diversity, different phase transitions often share many fundamental characteristics. The specific heat when water turns to steam at a critical pressure has exactly the same power-law dependence on temperature as that of iron when it is demagnetized by having its temperature raised. Understanding thi ...