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Superconducting Qubits and the Physics of Josephson Junctions
Superconducting Qubits and the Physics of Josephson Junctions

... for a quantum computer[1]. This system is attractive because the low dissipation inherent to superconductors make possible, in principle, long coherence times. In addition, because complex superconducting circuits can be microfabricated using integrated-circuit processing techniques, scaling to a la ...
Spin-based quantum computers made by chemistry: hows and whys†
Spin-based quantum computers made by chemistry: hows and whys†

... potential and the applied field H of this arises for the 2-well potential, where there is a ‘natural basis’ for the states, in which |[i represents the state localised in one well and |Yi the state localised in the other. One then often writes ...
Quixotic Order and Broken Symmetry in the Quantum Hall Effect and
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pdf book - Lowndes County Historical Society Museum
pdf book - Lowndes County Historical Society Museum

... According to the book Sufism and Taoism, by Toshihiko Izutsu (California 1983): "... Ibn Arabi (born in Spain in 1165 a.D.) died in Damascus in 1240. Fusus al-Hikam ... the Bezels of Wisdom ... written in 1229 ... has often been described as his opus magnum ... Abs al-Razzaq aQashani (d. 1330) is on ...
Fast Converging Path Integrals for Time
Fast Converging Path Integrals for Time

... calculate precisely the condensation temperature, the ground-state occupancy, and time-of-flight absorption pictures even in the delicate regime of a critical and an overcritical rotation. If one needs a large numbers of accurate energy eigenvalues and eigenstates, as in this case, higher-order effe ...
Photoemission studies of quantum well states in thin films
Photoemission studies of quantum well states in thin films

... properties. It involves a wide range in k space, and therefore the gap effect is generally not apparent. In addition to the relative gap, con®nement can be accomplished by the so-called symmetry gap or hybridization gap in a metallic system. An example to be presented below is Ag on Fe. The d bands ...
Atoms, photons, and Information
Atoms, photons, and Information

... [67]. Additionally, much of the theory of continuous measurement tomography built up in Chap. 5 is generally applicable to any quantum system. It is likely that the techniques explored in these later chapters will find a use in some of the already mentioned systems, as well as in solid state systems ...
Probability in Everettian quantum mechanics - Philsci
Probability in Everettian quantum mechanics - Philsci

... predictions. This difficulty is serious because it is via these predictions that quantum mechanics is confirmed. There are two problems here, a qualitative one and a quantitative one (Greaves 2004, 425). The former arises because it is hard to see what probability claims could mean in the context o ...
Solutions Chapter 2
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... That makes it impossible to write y as a combination of u,v,w,p. (c) answer 1 The vector x from part (a) can be written in more than one way in terms of u,v,w,p. So u,v,w,p can't be a basis. answer 2 The vector y from part (b) can't be written at all in terms of u,v,w,p. So u,v,w,p can't be a basis. ...
Primordial Black Holes - Recent Developments - SLAC
Primordial Black Holes - Recent Developments - SLAC

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Quantum violation of classical physics in macroscopic systems
Quantum violation of classical physics in macroscopic systems

Interband optical investigation of Bloch oscillations in semiconductor superlattices TOPICAL REVIEW
Interband optical investigation of Bloch oscillations in semiconductor superlattices TOPICAL REVIEW

Z` Mediation of Supersymmetry Breaking
Z` Mediation of Supersymmetry Breaking

Quantum error-correcting codes from algebraic curves
Quantum error-correcting codes from algebraic curves

Structure Mechanism of Ordinary Matter Mass Formation
Structure Mechanism of Ordinary Matter Mass Formation

Transport properties of normal liquid helium
Transport properties of normal liquid helium

Chapter 5 Quantum Information Theory
Chapter 5 Quantum Information Theory

... Chapter 5 Quantum Information Theory Quantum information theory is a rich subject that could easily have occupied us all term. But because we are short of time (I’m anxious to move on to quantum computation), I won’t be able to cover this subject in as much depth as I would have liked. We will settl ...
Chapter 6 Quantum Computation
Chapter 6 Quantum Computation

On the physical basis of cosmic time - Philsci
On the physical basis of cosmic time - Philsci

Electronic Transport in Metallic Systems and Generalized Kinetic
Electronic Transport in Metallic Systems and Generalized Kinetic

Relativistic Effects in Atomic Spectra
Relativistic Effects in Atomic Spectra

... Definition 2.18. Let A : X → X be a linear operator in X. A complex number λ ∈ C is called approximate eigenvalue of A if for all ε > 0 there exists x ∈ D(A) with ||x|| = 1 and ||λx − Ax|| < ε. The set of all approximate eigenvalues of A is denoted by σap (A). Remark 2.19. The definition of an appro ...
Band-gap structure and chiral discrete solitons in optical lattices with
Band-gap structure and chiral discrete solitons in optical lattices with

Introduction to the thermodynamic Bethe ansatz
Introduction to the thermodynamic Bethe ansatz

THE UNIVERSITY OF CALGARY Superradiance and Quantum
THE UNIVERSITY OF CALGARY Superradiance and Quantum

... The decay rate of a single oscillator placed within the vicinity of a thin metal film, at a separation distance of ∆z. the decay rates are given for a dipole oriented parallel (solid) and perpendicular (dotted) relative to the plane of the interface. . . . . . . . . . . . . . . . . . . The intensity ...
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Scalar field theory

In theoretical physics, scalar field theory can refer to a classical or quantum theory of scalar fields. A scalar field is invariant under any Lorentz transformation.The only fundamental scalar quantum field that has been observed in nature is the Higgs field. However, scalar quantum fields feature in the effective field theory descriptions of many physical phenomena. An example is the pion, which is actually a pseudoscalar.Since they do not involve polarization complications, scalar fields are often the easiest to appreciate second quantization through. For this reason, scalar field theories are often used for purposes of introduction of novel concepts and techniques.The signature of the metric employed below is (+, −, −, −).
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