5th Workshop on Quantum Chaos and Localisation Phenomena
... a receiver due to time-dependent variations in the propagation of waves from the source, or due to multi-path scattering and interference. It is well known that the quantitative statistical theory of wave chaos – random matrix theory (RMT) – can be successfully applied to predict statistical propert ...
... a receiver due to time-dependent variations in the propagation of waves from the source, or due to multi-path scattering and interference. It is well known that the quantitative statistical theory of wave chaos – random matrix theory (RMT) – can be successfully applied to predict statistical propert ...
An equation for the waves - University College London
... • Energy quantized to particular values (characteristic of bound-state problems in quantum mechanics, where a particle is localized in a finite region of space. • Potential is even under reflection; stationary state wavefunctions may be even or odd (we say they have even or odd parity) • Compare not ...
... • Energy quantized to particular values (characteristic of bound-state problems in quantum mechanics, where a particle is localized in a finite region of space. • Potential is even under reflection; stationary state wavefunctions may be even or odd (we say they have even or odd parity) • Compare not ...
What General Chemistry Students Know (and Don`t Know) About
... Quantum Concepts in Chemistry For chemistry, one of the foundational models is unarguably the quantum theory of atomic structure and electronic behavior. The pedagogical issue is where does it belong in the curriculum? Quantum concepts appear burdened with ...
... Quantum Concepts in Chemistry For chemistry, one of the foundational models is unarguably the quantum theory of atomic structure and electronic behavior. The pedagogical issue is where does it belong in the curriculum? Quantum concepts appear burdened with ...
What General Chemistry Students Know
... Quantum Concepts in Chemistry For chemistry, one of the foundational models is unarguably the quantum theory of atomic structure and electronic behavior. The pedagogical issue is where does it belong in the curriculum? Quantum concepts appear burdened with ...
... Quantum Concepts in Chemistry For chemistry, one of the foundational models is unarguably the quantum theory of atomic structure and electronic behavior. The pedagogical issue is where does it belong in the curriculum? Quantum concepts appear burdened with ...
Adaptive Wave Models for Sophisticated Option Pricing
... effect on can be neglected, so our option-pricing Model (15)-(16) can be reduced to the Manakov 2-soliton Model (17), as depicted and explained in Figure 4. ...
... effect on can be neglected, so our option-pricing Model (15)-(16) can be reduced to the Manakov 2-soliton Model (17), as depicted and explained in Figure 4. ...
Driven Dirac-like equation via mirror oscillation: Controlled cold
... PACS number(s): 03.75.−b, 32.80.Qk, 37.10.Vz, 71.70.Ej ...
... PACS number(s): 03.75.−b, 32.80.Qk, 37.10.Vz, 71.70.Ej ...
1. Theory of Coherent Raman Scattering
... The term "coherent Raman scattering" (CRS) denotes a special class of light-matter interactions. Central to this class of interactions is the particular way in which the mate rial is responding to the incoming light fields: the response contains information about material oscillations at difference ...
... The term "coherent Raman scattering" (CRS) denotes a special class of light-matter interactions. Central to this class of interactions is the particular way in which the mate rial is responding to the incoming light fields: the response contains information about material oscillations at difference ...
Quantum control of a model qubit based on a multi - FaMAF
... CdS double quantum well nanocrystals, two separated wells of HgS are embedded in CdS.25 Recently, it has been shown that these multi-layered quantum dots can be designed to selectively modulate the spatial extent of the electronic density of its eigenstates.26,27 This feature, together with the dipo ...
... CdS double quantum well nanocrystals, two separated wells of HgS are embedded in CdS.25 Recently, it has been shown that these multi-layered quantum dots can be designed to selectively modulate the spatial extent of the electronic density of its eigenstates.26,27 This feature, together with the dipo ...
Read PDF - Physics
... that the single photon and two-photon coincidence rates are constant by calculating the marginal probabilities [8]. This result corresponds to the third photon carrying time information about the other two photons and “tracing it out” will erase any interference between the pair. The main experiment ...
... that the single photon and two-photon coincidence rates are constant by calculating the marginal probabilities [8]. This result corresponds to the third photon carrying time information about the other two photons and “tracing it out” will erase any interference between the pair. The main experiment ...
Polarized Light and Quantum Mechanics
... The light incident on the first polarizer is unpolarized, but the photons that pass the vertical polarizer are vertically polarized. In other words the photons are eigenfunctions of the measurement operator, which in this case is a vertically oriented linear polarizer. At this point only two experim ...
... The light incident on the first polarizer is unpolarized, but the photons that pass the vertical polarizer are vertically polarized. In other words the photons are eigenfunctions of the measurement operator, which in this case is a vertically oriented linear polarizer. At this point only two experim ...
Gravity originates from variable energy density of
... that they must exist in “something” having some concrete physical features. The flawed idea that material objects could exist in some empty space has generated some unsolvable problems about the physical origin and the meaning of mass and gravity. On the other hand, 20th century theoretical physics ...
... that they must exist in “something” having some concrete physical features. The flawed idea that material objects could exist in some empty space has generated some unsolvable problems about the physical origin and the meaning of mass and gravity. On the other hand, 20th century theoretical physics ...
Liquid State NMR Quantum Computing
... implemented on a quantum computer can be evaluated for all 2n input values in parallel. In contrast to classical computers, for which the number of parallel function evaluations increases at best linearly with their size, the number of parallel function evaluations grows exponentially with the size ...
... implemented on a quantum computer can be evaluated for all 2n input values in parallel. In contrast to classical computers, for which the number of parallel function evaluations increases at best linearly with their size, the number of parallel function evaluations grows exponentially with the size ...
Entangled Bell states of two electrons in coupled quantum dots
... remain to be explored. However, many measures of entanglement proposed in the past have relied on either the Schmidt decomposition [24] or decomposition in a ‘‘magic basis’’ [25,26]. In this work, we use the concurrence to measure the degree of entanglement for pure bipartite states of two qubits. C ...
... remain to be explored. However, many measures of entanglement proposed in the past have relied on either the Schmidt decomposition [24] or decomposition in a ‘‘magic basis’’ [25,26]. In this work, we use the concurrence to measure the degree of entanglement for pure bipartite states of two qubits. C ...
Quantum Algorithms - UCSB Computer Science
... approach to combinatorial optimizations problems. • Just like the classical simulated annealing approach, it tries to find an optimum by ‘quantum walking’ through the large space of possible answers in a smart way. • The problem of getting stuck in a local minimum occurs also for adiabatic algorithm ...
... approach to combinatorial optimizations problems. • Just like the classical simulated annealing approach, it tries to find an optimum by ‘quantum walking’ through the large space of possible answers in a smart way. • The problem of getting stuck in a local minimum occurs also for adiabatic algorithm ...
Operator Quantum Error Correction.
... commutant A0 for a unital channel E = {Ea }, and hence arises through the algebraic approach as in the discussion at the start of this section, the conditions Eqs. (11,12) follow from the structure of A = Alg{Ea , Ea† } determined by the matrix units Pkl . However, Eqs. (11,12) do not necessarily im ...
... commutant A0 for a unital channel E = {Ea }, and hence arises through the algebraic approach as in the discussion at the start of this section, the conditions Eqs. (11,12) follow from the structure of A = Alg{Ea , Ea† } determined by the matrix units Pkl . However, Eqs. (11,12) do not necessarily im ...
Quantum Tic-Tac-Toe: A Genuine Probabilistic Approach
... because some problems that require a quantum description can only be successfully addressed if information can be accessed at the physical level used to encode it. The question that we ask in this paper is: How is this superior computational power manifesting itself in the context of quantum games? ...
... because some problems that require a quantum description can only be successfully addressed if information can be accessed at the physical level used to encode it. The question that we ask in this paper is: How is this superior computational power manifesting itself in the context of quantum games? ...
Limit of Doppler cooling
... where N(p')dpl is the probability that when a fluorescence photon circularly polarized along Oz is emitted it will have its momentum aiong z between p' and p' + dp' (dipole radiation pattern): ...
... where N(p')dpl is the probability that when a fluorescence photon circularly polarized along Oz is emitted it will have its momentum aiong z between p' and p' + dp' (dipole radiation pattern): ...
Quantum Computing - Computer Science and Engineering
... “Geordie Rose has a Ph.D. in quantum physics, but he’s also a world champion in Brazilian jiu-jitsu and a Canadian national champion wrestler. That may seem like an odd combination, but this dual background makes him the perfect fit for his chosen profession.” “But Rose keeps fighting. In May, D-Wav ...
... “Geordie Rose has a Ph.D. in quantum physics, but he’s also a world champion in Brazilian jiu-jitsu and a Canadian national champion wrestler. That may seem like an odd combination, but this dual background makes him the perfect fit for his chosen profession.” “But Rose keeps fighting. In May, D-Wav ...
arXiv:1504.04012v1 [cond-mat.quant
... which satisfy R|ni = ei⇡n/m |ni. Physically, n corresponds to the number of quasiparticles modulo pairs of bosons on the edge of a given trench. In our model thus far, this is a well-defined quantum number since the cosine term in Eq. (5) transfers only pairs of bosons from the condensate. Note that ...
... which satisfy R|ni = ei⇡n/m |ni. Physically, n corresponds to the number of quasiparticles modulo pairs of bosons on the edge of a given trench. In our model thus far, this is a well-defined quantum number since the cosine term in Eq. (5) transfers only pairs of bosons from the condensate. Note that ...
The Uncertainty Principle
... matrix calculus, a branch of mathematics that was not so well-known then as it is now. In a famous series of papers Heisenberg, Born and Jordan developed this idea into the matrix mechanics version of quantum theory. Formally, matrix mechanics remains close to classical mechanics. The central idea i ...
... matrix calculus, a branch of mathematics that was not so well-known then as it is now. In a famous series of papers Heisenberg, Born and Jordan developed this idea into the matrix mechanics version of quantum theory. Formally, matrix mechanics remains close to classical mechanics. The central idea i ...
