Topological Phases of Matter classification and application
... If a physical system were to have quantum topological (necessarily nonlocal) degrees of freedom, which were insensitive to local probes, then information contained in them would be automatically protected against errors caused by local interactions with the environment. This would be fault tolerance ...
... If a physical system were to have quantum topological (necessarily nonlocal) degrees of freedom, which were insensitive to local probes, then information contained in them would be automatically protected against errors caused by local interactions with the environment. This would be fault tolerance ...
Quantum Connections
... number of modules that we can connect via this technique, which is called ion shuttling. A difficulty with this method is controlling the LAB WORK:Author Christopher R. Monroe manipulates atomic ion qubits complex ion traps, which consist of hundreds or thouwith lasers and confines them in a trap m ...
... number of modules that we can connect via this technique, which is called ion shuttling. A difficulty with this method is controlling the LAB WORK:Author Christopher R. Monroe manipulates atomic ion qubits complex ion traps, which consist of hundreds or thouwith lasers and confines them in a trap m ...
QUANTUM CHAOS DOMINIQUE DELANDE Laboratoire Kastler-Brossel
... simplest example is the “three disks system” which is an open billiard with three identical circular obstacles centered on a equilateral triangle. This is an example of “chaotic scattering” [8], where the chaotic behaviour comes from the existence of arbitrarily long and complex trajectories bouncin ...
... simplest example is the “three disks system” which is an open billiard with three identical circular obstacles centered on a equilateral triangle. This is an example of “chaotic scattering” [8], where the chaotic behaviour comes from the existence of arbitrarily long and complex trajectories bouncin ...
Penrose Model potential, compared with Coleman
... The wave functional should have t’Hooft equivalence class structure added, in 4 to 5 dimensions • T’Hooft used in 2006 an equivalence class argument as an embedding space for simple harmonic oscillators, as given in his Figure 2, on page 8 of his 2006 article. • “Beneath Quantum Mechanics, there ma ...
... The wave functional should have t’Hooft equivalence class structure added, in 4 to 5 dimensions • T’Hooft used in 2006 an equivalence class argument as an embedding space for simple harmonic oscillators, as given in his Figure 2, on page 8 of his 2006 article. • “Beneath Quantum Mechanics, there ma ...
IOSR Journal of Mathematics (IOSR-JM)
... large or small matter energy density in the vapor phase (10 - dimensional space-time) changes to the large or small matter energy density in the liquid phase (4 - dimensional space-time) and hence it is found, an important fact, that the existence of discrete structure in the universe, ranging from ...
... large or small matter energy density in the vapor phase (10 - dimensional space-time) changes to the large or small matter energy density in the liquid phase (4 - dimensional space-time) and hence it is found, an important fact, that the existence of discrete structure in the universe, ranging from ...
... an expression which is easily amenable to a probabilistic interpretation.We consider CN endowed with the already mentioned inner product 〈X, Y〉J = Y*JX, for any X ,Y ∈ CN, and respective J-norm ∥X∥J = X*JX. The matrix A + B gives the possible dynamical states of each bosonic particle. Some considera ...
Thermal effects on sudden changes and freezing
... are the cavity, fiber, and atomic frequencies, respectively; gj (ν) are the atom (fiber)-cavity coupling constants; and S z and S are the atomic inversion and ladder operators, respectively. One of the important advances and the novelty of the present model compared to previous ones [26,27] is bas ...
... are the cavity, fiber, and atomic frequencies, respectively; gj (ν) are the atom (fiber)-cavity coupling constants; and S z and S are the atomic inversion and ladder operators, respectively. One of the important advances and the novelty of the present model compared to previous ones [26,27] is bas ...
quantum physics ii
... D This principle states that no matter how we were to improve our measurement techniques, there will always be uncertainties about the concepts of length, momentum, energy and time measurements. ...
... D This principle states that no matter how we were to improve our measurement techniques, there will always be uncertainties about the concepts of length, momentum, energy and time measurements. ...
NP-complete Problems and Physical Reality
... My immediate reaction was that the paper was a parody. However, a visit to Bringsjord’s home page2 suggested that it was not. Impelled, perhaps, by the same sort of curiosity that causes people to watch reality TV shows, I checked the discussion of this paper on the comp.theory newsgroup to see if ...
... My immediate reaction was that the paper was a parody. However, a visit to Bringsjord’s home page2 suggested that it was not. Impelled, perhaps, by the same sort of curiosity that causes people to watch reality TV shows, I checked the discussion of this paper on the comp.theory newsgroup to see if ...
The fractional quantum Hall effect in wide quantum wells
... Figure 1: (a) Color plot of the longitudinal resistance of a two-dimensional electron system in an 80 nm quantum well. In the lower density range the second subband (2SB) of the host quantum well is not yet occupied. When it becomes populated at higher densities, we observe an interplay of quantum H ...
... Figure 1: (a) Color plot of the longitudinal resistance of a two-dimensional electron system in an 80 nm quantum well. In the lower density range the second subband (2SB) of the host quantum well is not yet occupied. When it becomes populated at higher densities, we observe an interplay of quantum H ...
Quantum Physical Symbol Systems
... They offered the physical symbol system hypothesis as a scientific hypothesis about the nature of intelligence. They challenged the community to develop the hypothesis further and subject it to empirical test. The intervening years have seen a vigorous debate on the physical symbol system hypothesis ...
... They offered the physical symbol system hypothesis as a scientific hypothesis about the nature of intelligence. They challenged the community to develop the hypothesis further and subject it to empirical test. The intervening years have seen a vigorous debate on the physical symbol system hypothesis ...
Particle Statistics Affects Quantum Decay and Fano Interference
... multipath decay channels can lead to Fano interference and asymmetric line shapes (Fano resonances [4,5]). Fano’s model [4,5] is a landmark in modern physics. First developed to explain the behavior of electrons scattered by excited atoms [4], it was later adopted to explain phenomena in a number of ...
... multipath decay channels can lead to Fano interference and asymmetric line shapes (Fano resonances [4,5]). Fano’s model [4,5] is a landmark in modern physics. First developed to explain the behavior of electrons scattered by excited atoms [4], it was later adopted to explain phenomena in a number of ...
Square Root of “Not”
... • Quantum Logic is an application of the general idea of quantum mechanics to logic. • In the classical logic, there are two possible states: |0i and |1i, with ¬(|0i) = |1i and ¬(|1i) = |0i. • In quantum logic, can also have superpositions ...
... • Quantum Logic is an application of the general idea of quantum mechanics to logic. • In the classical logic, there are two possible states: |0i and |1i, with ¬(|0i) = |1i and ¬(|1i) = |0i. • In quantum logic, can also have superpositions ...
Preparation of Papers in Two-Column Format for the
... one machine state, as serial computers do, but on 2500 machine states at once. Peter Shor, who was a researcher and computer scientist at AT&T's Bell Laboratories in New Jersey, provided such an application by devising the first quantum computer algorithm. Integer factorization is believed to be com ...
... one machine state, as serial computers do, but on 2500 machine states at once. Peter Shor, who was a researcher and computer scientist at AT&T's Bell Laboratories in New Jersey, provided such an application by devising the first quantum computer algorithm. Integer factorization is believed to be com ...
Counting energy packets in the electromagnetic
... In the spirit of quantum mechanics the wave packet is a mathematical solution for the Schrödinger equation. The square of the area under the wave packet solution is interpreted as the probability to locate some particle in a certain region. In quantum theory approach the wave energy is a discrete fu ...
... In the spirit of quantum mechanics the wave packet is a mathematical solution for the Schrödinger equation. The square of the area under the wave packet solution is interpreted as the probability to locate some particle in a certain region. In quantum theory approach the wave energy is a discrete fu ...
Science Journals — AAAS
... are available. Processing circuits to realize these applications are built up from logic gates that harness quantum effects such as superposition and entanglement. At present, even small-scale and medium-scale quantum computer circuits are hard to realize due to the need to sufficiently control enou ...
... are available. Processing circuits to realize these applications are built up from logic gates that harness quantum effects such as superposition and entanglement. At present, even small-scale and medium-scale quantum computer circuits are hard to realize due to the need to sufficiently control enou ...
Quantum Computing - Computer Science and Engineering
... – A phenomenon where an object exists in more than one state simultaneously. – Enables qubits to have simultaneous values. – In simple terms: In this state, a qubit can be |0> and |1> at the same time (but we cannot view this). ...
... – A phenomenon where an object exists in more than one state simultaneously. – Enables qubits to have simultaneous values. – In simple terms: In this state, a qubit can be |0> and |1> at the same time (but we cannot view this). ...