A proof that measured data and equations of quantum mechanics
... computer as a laboratory instrument specified by equations of quantum mechanics. We show the need for guesses to link equations and instruments brings with it a need to test the quantum computing instruments and to calibrate them, guided by test results and guesses. Quantum mechanics imposes a pecul ...
... computer as a laboratory instrument specified by equations of quantum mechanics. We show the need for guesses to link equations and instruments brings with it a need to test the quantum computing instruments and to calibrate them, guided by test results and guesses. Quantum mechanics imposes a pecul ...
Locating the quantum critical point of the Bose
... state-of-the-art experimental setups. In fact, the measurements of C(ξ) have been possible since the seminal paper of Greiner et al [32]. It is thus a little bit surprising that nobody has studied the derivatives of at least C(ξ) to obtain unambiguous signatures of a superfluid-Mott insulator quantum ...
... state-of-the-art experimental setups. In fact, the measurements of C(ξ) have been possible since the seminal paper of Greiner et al [32]. It is thus a little bit surprising that nobody has studied the derivatives of at least C(ξ) to obtain unambiguous signatures of a superfluid-Mott insulator quantum ...
Chapter 1
... Cs, respectively, in this so-called Rydberg formula, one finds decent agreement between the n-dependence of the energy spacings of the singly excited valence states of these atoms. The fact that δ is larger for Na than for Li and largest for Cs reflects that fact that the 3s orbital of Na penetrates ...
... Cs, respectively, in this so-called Rydberg formula, one finds decent agreement between the n-dependence of the energy spacings of the singly excited valence states of these atoms. The fact that δ is larger for Na than for Li and largest for Cs reflects that fact that the 3s orbital of Na penetrates ...
Pdf
... using the particle coordinates directly ~rather than some collective coordinates!. For simple model problems it would be more appropriate to base a quantum-classical separation on normal mode coordinates in order to minimize the effect of the quantum coordinates on the classical ones, and vice versa ...
... using the particle coordinates directly ~rather than some collective coordinates!. For simple model problems it would be more appropriate to base a quantum-classical separation on normal mode coordinates in order to minimize the effect of the quantum coordinates on the classical ones, and vice versa ...
Quantum Fields near Black Holes - Theoretisch
... For a black hole the global Killing field is not everywhere timelike. One may exclude the non-timelike region from space time which corresponds to the imposition of boundary conditions. One may also try to retain this region but attempt to define a meaningful vacuum by invoking physical arguments. I ...
... For a black hole the global Killing field is not everywhere timelike. One may exclude the non-timelike region from space time which corresponds to the imposition of boundary conditions. One may also try to retain this region but attempt to define a meaningful vacuum by invoking physical arguments. I ...
slides
... •Heralded single photon source: from a PDC source with the brightness of 1.4×107 pairs/s •The deviation between experimental and theoretical results is due ...
... •Heralded single photon source: from a PDC source with the brightness of 1.4×107 pairs/s •The deviation between experimental and theoretical results is due ...
Electron-Electron Scattering in a Double Quantum Dot
... and 7兲. For instance, the difference between squared matrix elements calculated with the point dipole approximation and that using a pseudopotential calculation is less than 3% even at quasicontact interdot distances.5 Thus, one can expect that the problem symmetry will allow simple expressions desc ...
... and 7兲. For instance, the difference between squared matrix elements calculated with the point dipole approximation and that using a pseudopotential calculation is less than 3% even at quasicontact interdot distances.5 Thus, one can expect that the problem symmetry will allow simple expressions desc ...
Comment on “Quantum Monte Carlo Approach to Elementary
... Carlo (QMC) method. Among other questions, he addresses the question of the size of the finite gap in the S 2 isotropic antiferromagnetic Heisenberg chain predicted by Haldane [2]. Using chain lengths up to L 128, he estimates the gap to be 0.049(18). This result is compared to the findings of o ...
... Carlo (QMC) method. Among other questions, he addresses the question of the size of the finite gap in the S 2 isotropic antiferromagnetic Heisenberg chain predicted by Haldane [2]. Using chain lengths up to L 128, he estimates the gap to be 0.049(18). This result is compared to the findings of o ...
arXiv:1504.04012v1 [cond-mat.quant
... regions (Fig. 2) are sufficiently large, single-boson tunneling is suppressed, and one recovers the degeneracy in Eq. (9). We also briefly remark that the long-range fluctuations of the BEC can be considered e↵ectively as long-range tunneling, and can provide another mechanism to break the boson-par ...
... regions (Fig. 2) are sufficiently large, single-boson tunneling is suppressed, and one recovers the degeneracy in Eq. (9). We also briefly remark that the long-range fluctuations of the BEC can be considered e↵ectively as long-range tunneling, and can provide another mechanism to break the boson-par ...
From Quantum Gates to Quantum Learning
... states, and are characterized by a wave function . As an example (), it is possible to have light polarizations other than purely horizontal or vertical, such as slant 45 corresponding to the linear superposition of . In ternary logic, the notation for the superposition is , where , , and are c ...
... states, and are characterized by a wave function . As an example (), it is possible to have light polarizations other than purely horizontal or vertical, such as slant 45 corresponding to the linear superposition of . In ternary logic, the notation for the superposition is , where , , and are c ...
Braid Topologies for Quantum Computation
... whose dimensionality is exponentially large in the number of quasiparticles and whose states have an intrinsic immunity to decoherence because they cannot be distinguished by local measurements, provided the quasiparticles are kept sufficiently far apart. In TQC this protected Hilbert space is used ...
... whose dimensionality is exponentially large in the number of quasiparticles and whose states have an intrinsic immunity to decoherence because they cannot be distinguished by local measurements, provided the quasiparticles are kept sufficiently far apart. In TQC this protected Hilbert space is used ...
A minus sign that used to annoy me but now I know why it is there
... This expository article begins by briefly explaining two constructions of the Jones polynomial (neither of which is Jones’ original construction [Jon]). The first is the skein-theoretic construction using the Kauffman bracket [Kau]. The second is as a Uq (sl2 ) quantum group link invariant. We then ...
... This expository article begins by briefly explaining two constructions of the Jones polynomial (neither of which is Jones’ original construction [Jon]). The first is the skein-theoretic construction using the Kauffman bracket [Kau]. The second is as a Uq (sl2 ) quantum group link invariant. We then ...
![Dirac multimode ket-bra operators` [equation]](http://s1.studyres.com/store/data/023088225_1-3900fa8a2c451013a9516ce21d0ecd01-300x300.png)
Dirac multimode ket-bra operators` [equation]
... to mention an important paper by Wang et al. [11], these authors also introduced some non-hermitian Hamiltonian for constructing some kind of generalized squeezed state [12]. In ref. [11] they provided an approach to functional forms for the exponential quadratic operators in coordinate-momentum spa ...
... to mention an important paper by Wang et al. [11], these authors also introduced some non-hermitian Hamiltonian for constructing some kind of generalized squeezed state [12]. In ref. [11] they provided an approach to functional forms for the exponential quadratic operators in coordinate-momentum spa ...
Recent progresses on diagrammatic determinant QMC
... to the free volume equation of state and to a four-term virial coefficient expansion. ...
... to the free volume equation of state and to a four-term virial coefficient expansion. ...
Bell-Inequality Violations with Single Photons Entangled in Momentum and Polarization
... Quantum mechanics predicts the violation of these modified inequalities for η > η0 , where η0 depends on the kind of test (two-photon, atom–photon, etc). Well-known values of η0 are 0.83 (Garg and Mermin 1987), 0.67 (Eberhard 1993), and 0.5 (Cabello and Larsson 2007). In the present experiments the ...
... Quantum mechanics predicts the violation of these modified inequalities for η > η0 , where η0 depends on the kind of test (two-photon, atom–photon, etc). Well-known values of η0 are 0.83 (Garg and Mermin 1987), 0.67 (Eberhard 1993), and 0.5 (Cabello and Larsson 2007). In the present experiments the ...
