Tree Search and Quantum Computation
... branching factor? Clearly, this is not always the case for the complete set of problems that can potentially be addressed by search algorithms. When considering a non-constant branching factor, what would be the associated impacts in overall system performance? Additionally, traditional search strat ...
... branching factor? Clearly, this is not always the case for the complete set of problems that can potentially be addressed by search algorithms. When considering a non-constant branching factor, what would be the associated impacts in overall system performance? Additionally, traditional search strat ...
Spin-current and other unusual phases in magnetized triangular lattice antiferromagnets
... plaquettes (see inset of Fig. 1). proximate spin liquid may also occur in an applied magnetic field, leaving a similar the square dynamical This lattice was 1 studied many years ago by Shastry and spin correlations of this material. Specifically, we explore a spatially anisotropic Heisenberg spin- 2 ...
... plaquettes (see inset of Fig. 1). proximate spin liquid may also occur in an applied magnetic field, leaving a similar the square dynamical This lattice was 1 studied many years ago by Shastry and spin correlations of this material. Specifically, we explore a spatially anisotropic Heisenberg spin- 2 ...
Bell-Inequality Violations with Single Photons Entangled in Momentum and Polarization
... form of photons. Experimental tests of these theories use nonclassical sources of light or measurements, and thus cannot be fully explained by classical wave theories. That the results of the measured intensities in these experiments are mimicked by the predictions of classical wave optics is a comm ...
... form of photons. Experimental tests of these theories use nonclassical sources of light or measurements, and thus cannot be fully explained by classical wave theories. That the results of the measured intensities in these experiments are mimicked by the predictions of classical wave optics is a comm ...
AntalyaQuantumComputingTutorial
... both the position and the momentum of a quantum particle with arbitrary precision. In his Nobel prize lecture on December 11, 1954 Max Born says about this fundamental principle of Quantum Mechanics : ``... It shows that not only the determinism of classical physics must be abandoned, but also the n ...
... both the position and the momentum of a quantum particle with arbitrary precision. In his Nobel prize lecture on December 11, 1954 Max Born says about this fundamental principle of Quantum Mechanics : ``... It shows that not only the determinism of classical physics must be abandoned, but also the n ...
Why Unsharp Observables? Claudio Carmeli · Teiko Heinonen · Alessandro Toigo
... Notations and Basic Framework Let H be a complex separable Hilbert space. We denote by L(H) the Banach space of bounded linear operators on H. States of the system are represented by (and identified with) positive operators of trace one, and we denote the set of states by S (H). Each unit vector ψ ∈ ...
... Notations and Basic Framework Let H be a complex separable Hilbert space. We denote by L(H) the Banach space of bounded linear operators on H. States of the system are represented by (and identified with) positive operators of trace one, and we denote the set of states by S (H). Each unit vector ψ ∈ ...
DENSITY CONCEPT IN MOLECULES AND MATERIALS
... involving nanomaterials, interfacial science and soft condensed matter has been addressed using the density based theoretical formalism as well as atomistic simulation in this regime. In the macroscopic length scale, however, matter is usually treated as a continuous medium and a description using l ...
... involving nanomaterials, interfacial science and soft condensed matter has been addressed using the density based theoretical formalism as well as atomistic simulation in this regime. In the macroscopic length scale, however, matter is usually treated as a continuous medium and a description using l ...
Experimental Implementation of Adiabatic Passage between
... fermionic statistics [14,29]. Physically, in Z2 B topological order, a fermionic excitation (the bound state of e and m) sees a π-flux tube around each plaquette and acquires an Aharonov-Bohm phase eiπ when moving around a plaquette, while in Z2 A topological order, the fermionic excitation feels no ...
... fermionic statistics [14,29]. Physically, in Z2 B topological order, a fermionic excitation (the bound state of e and m) sees a π-flux tube around each plaquette and acquires an Aharonov-Bohm phase eiπ when moving around a plaquette, while in Z2 A topological order, the fermionic excitation feels no ...
The powerpoint presentation of the material
... Certain properties of physical objects form complementary pairs. The more accurately one property from a pair is known, the less accurately it is possible, in principle, to know the other. The position & momentum of a particle are a complementary pair of properties: ...
... Certain properties of physical objects form complementary pairs. The more accurately one property from a pair is known, the less accurately it is possible, in principle, to know the other. The position & momentum of a particle are a complementary pair of properties: ...
The powerpoint presentation of the material
... Certain properties of physical objects form complementary pairs. The more accurately one property from a pair is known, the less accurately it is possible, in principle, to know the other. The position & momentum of a particle are a complementary pair of properties: ...
... Certain properties of physical objects form complementary pairs. The more accurately one property from a pair is known, the less accurately it is possible, in principle, to know the other. The position & momentum of a particle are a complementary pair of properties: ...
Quantum Stabilizer Codes Embedding Qubits Into Qudits
... However, there is also the possibility of embedding a logical qubit into a d-dimensional quantum physical system, i.e. a qudit with complex Hilbert space Hd 6= H2⊗n . We refer to this kind of encoding as embedding or qudit-encoding H2 3 |qlogical i 7−→ |qphysical i ∈ Hd 6= H2⊗n , where d 6= 2n . For ...
... However, there is also the possibility of embedding a logical qubit into a d-dimensional quantum physical system, i.e. a qudit with complex Hilbert space Hd 6= H2⊗n . We refer to this kind of encoding as embedding or qudit-encoding H2 3 |qlogical i 7−→ |qphysical i ∈ Hd 6= H2⊗n , where d 6= 2n . For ...
Physicochemical Stability of ZnS Quantum Dots Stabilized by Gum
... The increase of temperature enhances the nonradiative and radiative recombination at band edge and trap states, respectively. Semiconductor QDs coated with inorganic shells such as CdSe/CdS [Huang et al., 2000] and CdSe/ZnS [Peng et al., 1997] had exhibited enhanced band edge emission with highest q ...
... The increase of temperature enhances the nonradiative and radiative recombination at band edge and trap states, respectively. Semiconductor QDs coated with inorganic shells such as CdSe/CdS [Huang et al., 2000] and CdSe/ZnS [Peng et al., 1997] had exhibited enhanced band edge emission with highest q ...
- Philsci
... empirically distinguish some particle configurations for which the marble is clearly in the box. This places empirical constraints on the value of p. But if the above argument is correct, then there are no empirical constraints on the value of p. So it follows that you can’t tell whether any particl ...
... empirically distinguish some particle configurations for which the marble is clearly in the box. This places empirical constraints on the value of p. But if the above argument is correct, then there are no empirical constraints on the value of p. So it follows that you can’t tell whether any particl ...
7 Quantum Computing Applications of Genetic Programming
... the classical bit. A classical system of n bits is at any time in one of 2n states. Quantum mechanics tells us, however, that we must think of a quantum system of n qubits as having a distinct probability of “being in” (that is, “being found in upon measurement”) each of the 2n classical states at a ...
... the classical bit. A classical system of n bits is at any time in one of 2n states. Quantum mechanics tells us, however, that we must think of a quantum system of n qubits as having a distinct probability of “being in” (that is, “being found in upon measurement”) each of the 2n classical states at a ...
