Regular/irregular phase space structure of HCN/HNC
... are zero. Generally the number of zero Lyapunov exponents is associated with the number of constants of motion. 25 For a system with three degrees offreedom there are three possibilities: (i) all Lyapunov exponents are zero and the trajectories are quasiperiodic, (ii) there are two positive Lyapunov ...
... are zero. Generally the number of zero Lyapunov exponents is associated with the number of constants of motion. 25 For a system with three degrees offreedom there are three possibilities: (i) all Lyapunov exponents are zero and the trajectories are quasiperiodic, (ii) there are two positive Lyapunov ...
Overview Andrew Jaramillo Research Statement
... Moreover, all of the above results were for quantizations of the standard Borel and parabolic subalgebras in Lie groups/algebras of type A. There are standard ways to define quantized coordinate rings in types B, C, D, and the exceptional types, both for q not a root of unity and q a root of unity. ...
... Moreover, all of the above results were for quantizations of the standard Borel and parabolic subalgebras in Lie groups/algebras of type A. There are standard ways to define quantized coordinate rings in types B, C, D, and the exceptional types, both for q not a root of unity and q a root of unity. ...
Aggregation Operations from Quantum Computing
... Fuzzy Logic (F L) and Quantum Computing (QC) are important areas of research aiming to collaborate in the description of uncertainty: the former refers to uncertainty modeling in human being’s reasoning, while the latter studies the uncertainty of the real world considering the principles of Quantum ...
... Fuzzy Logic (F L) and Quantum Computing (QC) are important areas of research aiming to collaborate in the description of uncertainty: the former refers to uncertainty modeling in human being’s reasoning, while the latter studies the uncertainty of the real world considering the principles of Quantum ...
Creating fractional quantum Hall states with atomic clusters
... condensates, for high filling factors ν = N/Nv corresponding to a number of flux quanta Nv much less than the particle number N . In that regime, the gauge field leads to the appearance of Nv quantized vortices piercing the Bose-Einstein condensate [6–9]. The quantum Hall regime was reached using ro ...
... condensates, for high filling factors ν = N/Nv corresponding to a number of flux quanta Nv much less than the particle number N . In that regime, the gauge field leads to the appearance of Nv quantized vortices piercing the Bose-Einstein condensate [6–9]. The quantum Hall regime was reached using ro ...
Quantum Monte Carlo, or, how to solve the many
... compute differences between two similar but imprecise numbers (the error bar in the numerical derivative computed by a two-point finite difference might be around a hundred times the error bar in the individual energies). Where the method is used at all, two particular varieties of QMC are commonly ...
... compute differences between two similar but imprecise numbers (the error bar in the numerical derivative computed by a two-point finite difference might be around a hundred times the error bar in the individual energies). Where the method is used at all, two particular varieties of QMC are commonly ...
Quantum Programming Languages: Survey and Bibliography
... built. In this article I survey the present literature on quantum programming languages, and attempt a classification into major topics. Before doing so, I briefly summarise the basic concepts of quantum computing, in Section 2. I describe the classification criteria in Section 3, and discuss the pa ...
... built. In this article I survey the present literature on quantum programming languages, and attempt a classification into major topics. Before doing so, I briefly summarise the basic concepts of quantum computing, in Section 2. I describe the classification criteria in Section 3, and discuss the pa ...
1. Introduction - Université de Rennes 1
... regularity one has φk ∈ Hs+2 , and the series (2.4) will converge in this Sobolev space, so we deduce that n ∈ Hs+2 . Hence, if n belongs to H1 but does no t belong to any Hs , s > 1, then we have A ∈ H−1 per and A cannot be more regular. ...
... regularity one has φk ∈ Hs+2 , and the series (2.4) will converge in this Sobolev space, so we deduce that n ∈ Hs+2 . Hence, if n belongs to H1 but does no t belong to any Hs , s > 1, then we have A ∈ H−1 per and A cannot be more regular. ...
THE QUANTUM HALL EFFECT: NOVEL EXCITATIONS AND BROKEN SYMMETRIES S.M. GIRVIN COURSE 2
... to maintain1 the standard of electrical resistance by metrology laboratories around the world. In addition, since the speed of light is now defined, a measurement of e2 /h is equivalent to a measurement of the fine structure constant of fundamental importance in quantum electrodynamics. In the so-call ...
... to maintain1 the standard of electrical resistance by metrology laboratories around the world. In addition, since the speed of light is now defined, a measurement of e2 /h is equivalent to a measurement of the fine structure constant of fundamental importance in quantum electrodynamics. In the so-call ...
K - Research
... from quantum mechanics. It is historically interesting that HEISENBERG & JORDAN at first attempted to formulate the new quantum mechanics in a proper relativistic way, and that they hoped to account thus for the spin hypothesis as well. 24 However, they were not able to carry out their programme. Th ...
... from quantum mechanics. It is historically interesting that HEISENBERG & JORDAN at first attempted to formulate the new quantum mechanics in a proper relativistic way, and that they hoped to account thus for the spin hypothesis as well. 24 However, they were not able to carry out their programme. Th ...
Modernizing Quantum Annealing using Local Searches
... with a low temperature bath, interactions with the bath can lead transitions toward lower energy states, this mechanism is known as Quantum Annealing (QA) [1]. The QAA is performed on an analog physical system, which can be thought of as an analog computer. Rather than being an analogue to a physica ...
... with a low temperature bath, interactions with the bath can lead transitions toward lower energy states, this mechanism is known as Quantum Annealing (QA) [1]. The QAA is performed on an analog physical system, which can be thought of as an analog computer. Rather than being an analogue to a physica ...
Experimental test of Heisenberg`s measurement uncertainty relation
... in joint measurements approximating incompatible observables [32, 33, 36]. The imprecisions or uncertainties, based on statistical distances between probability distributions of measurement outcomes, are processed into state independent and regarded as figures of merit of joint-measurement devices. ...
... in joint measurements approximating incompatible observables [32, 33, 36]. The imprecisions or uncertainties, based on statistical distances between probability distributions of measurement outcomes, are processed into state independent and regarded as figures of merit of joint-measurement devices. ...
atom interferometer - Center for Ultracold Atoms
... “differentially detuned separated oscillatory fields” or DSOF), we have generalized Ramsey's separated oscillatory field method and have demonstrated an interferometer capable of manipulating longitudinal momentum coherences. We used this to determine the complete description of the quantum state o ...
... “differentially detuned separated oscillatory fields” or DSOF), we have generalized Ramsey's separated oscillatory field method and have demonstrated an interferometer capable of manipulating longitudinal momentum coherences. We used this to determine the complete description of the quantum state o ...
BLIND QUANTUM COMPUTATION 1. Introduction and Background
... One initial discussion of Blind Quantum Computation is due to Aharonov, Ben-Or, Eban.[ABE08] In analyzing quantum authentication schemes, they also recognized that if Alice has n qubits in state ρ, applies random Pauli operators Pn to each qubit, and then sends the qubits to Bob, Bob can only observ ...
... One initial discussion of Blind Quantum Computation is due to Aharonov, Ben-Or, Eban.[ABE08] In analyzing quantum authentication schemes, they also recognized that if Alice has n qubits in state ρ, applies random Pauli operators Pn to each qubit, and then sends the qubits to Bob, Bob can only observ ...
1 - Philsci
... Shimony and Stein (further abbreviated as SS) correctly identify a minor logical oversight in Stapp’s original proof. The oversight consists in a misinterpretation of “nested” strict conditionals of the form p (q r). Stapp treats this formula as being logically equivalent to (p q) r, whereas ...
... Shimony and Stein (further abbreviated as SS) correctly identify a minor logical oversight in Stapp’s original proof. The oversight consists in a misinterpretation of “nested” strict conditionals of the form p (q r). Stapp treats this formula as being logically equivalent to (p q) r, whereas ...
Quantum networks with trapped ions
... position states, such as ␣兩0典 + 兩1典, with arbitrary normalized superposition coefficients ␣ and . When more than one such quantum bit 共qubit兲 is considered, entangled superposition states such as ␣兩0典兩0典 + 兩1典兩1典 can also be created. Measurements of the entangled qubits result in strong correlati ...
... position states, such as ␣兩0典 + 兩1典, with arbitrary normalized superposition coefficients ␣ and . When more than one such quantum bit 共qubit兲 is considered, entangled superposition states such as ␣兩0典兩0典 + 兩1典兩1典 can also be created. Measurements of the entangled qubits result in strong correlati ...
Nature template - PC Word 97
... nearby quantum point contact (QPC) is capacitively coupled to the quantum dot and used as a detector for real-time counting of the number of transferred electrons during transport: when operated at a conductance step edge, the QPC current is highly sensitive to the presence of localized electrons on ...
... nearby quantum point contact (QPC) is capacitively coupled to the quantum dot and used as a detector for real-time counting of the number of transferred electrons during transport: when operated at a conductance step edge, the QPC current is highly sensitive to the presence of localized electrons on ...