Effects of photonic structures on upconversion
... Photonic crystals modify the local density of photon states. These variations influence the emission properties of a dipole embedded within the photonic crystal. Furthermore, field enhancement can be observed within photonic crystals. In this paper, we investigate how these effects influence upconve ...
... Photonic crystals modify the local density of photon states. These variations influence the emission properties of a dipole embedded within the photonic crystal. Furthermore, field enhancement can be observed within photonic crystals. In this paper, we investigate how these effects influence upconve ...
HBNI Th65 - The Institute of Mathematical Sciences
... studied over the last few decades. But there are other correlations that are motivated from an information-theoretic or measurement perspective, which try to capture this classicalquantum boundary [2]. These include quantum discord, classical correlation, measurement induced disturbance, quantum def ...
... studied over the last few decades. But there are other correlations that are motivated from an information-theoretic or measurement perspective, which try to capture this classicalquantum boundary [2]. These include quantum discord, classical correlation, measurement induced disturbance, quantum def ...
Superconducting Circuits and Quantum Computation T. P. Orlando
... of quantum gates of quantum computation. But qubit interaction also introduces operational errors by additional transition matrix elements during gate operations. By mapping the interacting qubits as a multilevel quantum system with higher levels, the same method can be applied to correct the errors ...
... of quantum gates of quantum computation. But qubit interaction also introduces operational errors by additional transition matrix elements during gate operations. By mapping the interacting qubits as a multilevel quantum system with higher levels, the same method can be applied to correct the errors ...
Probability in Everettian quantum mechanics - Philsci
... results will occur, there may still be a subjective sense in which the observer is uncertain about which result she will see, and the Born rule probabilities are a reflection of this uncertainty (Saunders 1998; Vaidman 1998, Ismael 2003). Wallace calls this the subjective uncertainty (SU) account. ...
... results will occur, there may still be a subjective sense in which the observer is uncertain about which result she will see, and the Born rule probabilities are a reflection of this uncertainty (Saunders 1998; Vaidman 1998, Ismael 2003). Wallace calls this the subjective uncertainty (SU) account. ...
Quantum computation and Shor`s factoring algorithm
... state of the head, and the position of the head. For example, the initial configuration is given by the input string, q 0 and the head scanning the leftmost symbol from the input. There are infinitely many possible configurations of the machine, but in all successful computations the machine goes th ...
... state of the head, and the position of the head. For example, the initial configuration is given by the input string, q 0 and the head scanning the leftmost symbol from the input. There are infinitely many possible configurations of the machine, but in all successful computations the machine goes th ...
ers Mathieu Guay-Paquet and J. Harnad ∗
... of weighted enumeration of paths in the Cayley graph of Sn . In several examples, it is shown that this may equivalently be interpreted as weighted enumeration of branched covers of the Riemann sphere. The only additional ingredient needed is the specification of a suitably defined weighting for th ...
... of weighted enumeration of paths in the Cayley graph of Sn . In several examples, it is shown that this may equivalently be interpreted as weighted enumeration of branched covers of the Riemann sphere. The only additional ingredient needed is the specification of a suitably defined weighting for th ...
Classical-quantum correspondence and the
... of the molecular Hamiltonian; here, semiclassical methods, especially semiclassical po theory, provide an essential bridge between the classical and quantum aspects of the problem [15]. Ideally, a method should be capable of processing data on quantum energies {Ej } and line intensities to derive in ...
... of the molecular Hamiltonian; here, semiclassical methods, especially semiclassical po theory, provide an essential bridge between the classical and quantum aspects of the problem [15]. Ideally, a method should be capable of processing data on quantum energies {Ej } and line intensities to derive in ...
Chapter 5 ANGULAR MOMENTUM AND ROTATIONS
... a change in the Cartesian components of any vector in the system with respect to the coordinate axes used to represent them. It is important to note, however, that a clockwise active rotation of a physical system about a given axis is equivalent in terms of the change it produces on the coordinates ...
... a change in the Cartesian components of any vector in the system with respect to the coordinate axes used to represent them. It is important to note, however, that a clockwise active rotation of a physical system about a given axis is equivalent in terms of the change it produces on the coordinates ...
Read PDF - Physics
... correlations is exhibited by the Greenberger-Horne-Zeilinger (GHZ) state. In a GHZ state, three particles are correlated while no pairwise correlation is found. The manifestation of these strong correlations in an interferometric setting has been studied theoretically since 1990 but no three-photon ...
... correlations is exhibited by the Greenberger-Horne-Zeilinger (GHZ) state. In a GHZ state, three particles are correlated while no pairwise correlation is found. The manifestation of these strong correlations in an interferometric setting has been studied theoretically since 1990 but no three-photon ...
![arXiv:math/0606118v4 [math.PR] 5 Dec 2006](http://s1.studyres.com/store/data/013514025_1-1bac3cda767b4b11f4a6d27e549df5b9-300x300.png)
arXiv:math/0606118v4 [math.PR] 5 Dec 2006
... eigenspace corresponding to λi . This is quite unlike the sort of description we are used to from classical probability theory—or is it? In fact, the two theories are not as dissimilar as they may seem, and it is fruitful to formalize this idea (we will do this in the next section). The key result t ...
... eigenspace corresponding to λi . This is quite unlike the sort of description we are used to from classical probability theory—or is it? In fact, the two theories are not as dissimilar as they may seem, and it is fruitful to formalize this idea (we will do this in the next section). The key result t ...
Charge Rearrangement and Screening in a Quantum Point Contact S. Lu¨scher,
... dots [13–15]. In this Letter we present analogous measurements, using a QPC as an electrostatic detector but in this case measuring the charge configuration of a second QPC instead of a quantum dot (cf. Ref. [16]). Compressibility of perfect 1D systems is a textbook problem. The diverging density of ...
... dots [13–15]. In this Letter we present analogous measurements, using a QPC as an electrostatic detector but in this case measuring the charge configuration of a second QPC instead of a quantum dot (cf. Ref. [16]). Compressibility of perfect 1D systems is a textbook problem. The diverging density of ...
A quantum physical argument for panpsychism - Philsci
... worlds and Bohmian trajectories, while the former integrate the collapse postulate with the normal Schrödinger evolution into a unified dynamics. It has been recently argued that the dynamical collapse theories are probably in the right direction by admitting wavefunction collapse (Gao 2011). Here ...
... worlds and Bohmian trajectories, while the former integrate the collapse postulate with the normal Schrödinger evolution into a unified dynamics. It has been recently argued that the dynamical collapse theories are probably in the right direction by admitting wavefunction collapse (Gao 2011). Here ...
Classical Electrodynamics and Theory of Relativity
... Constant ǫ0 is called dielectric permittivity of vacuum. In contrast to constant µ0 in (1.7) this is physical constant determined experimentally: ...
... Constant ǫ0 is called dielectric permittivity of vacuum. In contrast to constant µ0 in (1.7) this is physical constant determined experimentally: ...