Chapter 2 Foundations I: States and Ensembles
... phase is physically irrelevant. A qubit is a state in a two-dimensional Hilbert space that can take any value of the form eq. (2.11). We can perform a measurement that projects the qubit onto the basis {|0i, |1i}. Then we will obtain the outcome |0i with probability |a|2, and the outcome |1i with pr ...
... phase is physically irrelevant. A qubit is a state in a two-dimensional Hilbert space that can take any value of the form eq. (2.11). We can perform a measurement that projects the qubit onto the basis {|0i, |1i}. Then we will obtain the outcome |0i with probability |a|2, and the outcome |1i with pr ...
14-06-16_PLCQC - Columbia University
... If one system is in the state 1 and another is in the state 2 , then the combined system is in the state 1 2 . ...
... If one system is in the state 1 and another is in the state 2 , then the combined system is in the state 1 2 . ...
Gravitational Wave Detection #2: Overview of detectors
... finite value of the aperture will prevent an exact knowledge of the recoil accompanying the scattering. Also, even if the momentum of the particle were accurately known before the scattering process, our knowledge of the component of momentum parallel to the focal plane after the observation would b ...
... finite value of the aperture will prevent an exact knowledge of the recoil accompanying the scattering. Also, even if the momentum of the particle were accurately known before the scattering process, our knowledge of the component of momentum parallel to the focal plane after the observation would b ...
Electromagnetic Wave Propagating in Gyroelectric Slab in the
... medium. The characteristics of electromagnetic waves propagation in gyrotropic plasmas have been theoretically investigated for years. Kushwaha and Halevi have been studied the magnetoplasma modes in Voigt, perpendicular, and Faraday configurations [1–3], Gillies and Hlawiczka have done some researc ...
... medium. The characteristics of electromagnetic waves propagation in gyrotropic plasmas have been theoretically investigated for years. Kushwaha and Halevi have been studied the magnetoplasma modes in Voigt, perpendicular, and Faraday configurations [1–3], Gillies and Hlawiczka have done some researc ...
Genuine Fortuitousness
... has been the most popular for the past eighty years or so, the Copenhagen interpretation, along with its conceptual difficulties so as to set the stage for the solutions proposed by GF and RBW. In section 3, I examine the physical reasoning of GF and explain this theory in detail through a close ana ...
... has been the most popular for the past eighty years or so, the Copenhagen interpretation, along with its conceptual difficulties so as to set the stage for the solutions proposed by GF and RBW. In section 3, I examine the physical reasoning of GF and explain this theory in detail through a close ana ...
271, 31 (2000) .
... Optimal results for two-state deterministic clone have been obtained in Refs. w14,15,20x. In this Letter we consider deterministic clone for a set of n pure states c i :,i s 1,2, . . . ,n4 . When c i : are non-orthogonal, they cannot be cloned perfectly. What we require is that the final states sh ...
... Optimal results for two-state deterministic clone have been obtained in Refs. w14,15,20x. In this Letter we consider deterministic clone for a set of n pure states c i :,i s 1,2, . . . ,n4 . When c i : are non-orthogonal, they cannot be cloned perfectly. What we require is that the final states sh ...
Grand canonical ensemble
... correlation in their motion caused by their identity (symmetrical wave functions) • BEC has been so difficult to observe, because other (classical G/L or G/S) phase transitions set on much earlier • BEC is a "condensation in the momentum space", unlike the usual liquefaction of classical gases, whic ...
... correlation in their motion caused by their identity (symmetrical wave functions) • BEC has been so difficult to observe, because other (classical G/L or G/S) phase transitions set on much earlier • BEC is a "condensation in the momentum space", unlike the usual liquefaction of classical gases, whic ...
by Dr. Matti Pitkänen
... length and time scale. One of the surprising consequences of this model of learning is that p-adic length scale hypothesis originally suggested by elementary particle mass calculations and later deduced from the so-called elementary particle black hole analogy generalizing the area-entropy law of H ...
... length and time scale. One of the surprising consequences of this model of learning is that p-adic length scale hypothesis originally suggested by elementary particle mass calculations and later deduced from the so-called elementary particle black hole analogy generalizing the area-entropy law of H ...
Superconducting Circuits and Quantum Computation
... offers intrinsic protection against dephasing and dissipation [2,3]. Moreover, AQC naturally suggests a novel quantum approach to the classically intractable constrained minimization problems of the complexity class NP. Namely, by exploiting the ability of coherent quantum systems to follow adiabati ...
... offers intrinsic protection against dephasing and dissipation [2,3]. Moreover, AQC naturally suggests a novel quantum approach to the classically intractable constrained minimization problems of the complexity class NP. Namely, by exploiting the ability of coherent quantum systems to follow adiabati ...
Quantum Mechanics and the Meaning of Life
... to their music and indifferent to their hopes as well as their sufferings or crimes”?19 How would they be able to read the hidden message of mathematical, physical, cosmological equations about the meaning of human life, if there is any message in them? ...
... to their music and indifferent to their hopes as well as their sufferings or crimes”?19 How would they be able to read the hidden message of mathematical, physical, cosmological equations about the meaning of human life, if there is any message in them? ...
Space, time and Riemann zeros (Madrid, 2013)
... We are not claiming that our hamiltonian H has an immediate connection with the Riemann zeta function. This is ruled out not only by the fact that the mean eigenvalue density differs from the density of Riemann zeros after the first terms, but by a more fundamental difference in the periodic orbits. ...
... We are not claiming that our hamiltonian H has an immediate connection with the Riemann zeta function. This is ruled out not only by the fact that the mean eigenvalue density differs from the density of Riemann zeros after the first terms, but by a more fundamental difference in the periodic orbits. ...