Quantum strategies
... Simon’s algorithm is a quantum strategy which is more successful than any mixed, i.e., probabilistic, one [1]. Similarly, in the problem of searching a database of size N , the locations in the database correspond to pure strategies; again we may imagine the oracle choosing a mixed strategy designed ...
... Simon’s algorithm is a quantum strategy which is more successful than any mixed, i.e., probabilistic, one [1]. Similarly, in the problem of searching a database of size N , the locations in the database correspond to pure strategies; again we may imagine the oracle choosing a mixed strategy designed ...
Regular/irregular phase space structure of HCN/HNC
... space are interconnected in contrast to 2D systems where chaotic regions may be isolated between regular regions. However Nekhoroshev's theorem 27 states that Arnold diffusion in some action variables may take a very long time and thus a chaotic trajectory remains in a subspace of the phase space. I ...
... space are interconnected in contrast to 2D systems where chaotic regions may be isolated between regular regions. However Nekhoroshev's theorem 27 states that Arnold diffusion in some action variables may take a very long time and thus a chaotic trajectory remains in a subspace of the phase space. I ...
Do dispositions and propensities have a role in the
... apparatus obeys classical physics. • On the other hand, if we refer to a quantum system before measurement, the complementary properties must be regarded as jointly exhaustive, because any attempt at attributing a not-yet measured system only one of the two properties would yield an incomplete descr ...
... apparatus obeys classical physics. • On the other hand, if we refer to a quantum system before measurement, the complementary properties must be regarded as jointly exhaustive, because any attempt at attributing a not-yet measured system only one of the two properties would yield an incomplete descr ...
NON-HERMITIAN QUANTUM MECHANICS by KATHERINE JONES
... Quantum mechanics originated as a set of ad hoc rules that attempted to explain a number of seemingly unrelated experimental results. These ad hoc rules amalgamated into the basic principles of quantum mechanics that were delineated in the 1930’s and have not been modified since [1]. Still, it is de ...
... Quantum mechanics originated as a set of ad hoc rules that attempted to explain a number of seemingly unrelated experimental results. These ad hoc rules amalgamated into the basic principles of quantum mechanics that were delineated in the 1930’s and have not been modified since [1]. Still, it is de ...
Propensities in Quantum Mechanics - Philsci
... pointer position observable with corresponding eigenvalues a’m (and so cnm = an a’m). The challenge is then to predict theoretically that in this state the macroscopic measurement device pointer will point to some value or other (sometimes known as the problem of objectification of the pointer posit ...
... pointer position observable with corresponding eigenvalues a’m (and so cnm = an a’m). The challenge is then to predict theoretically that in this state the macroscopic measurement device pointer will point to some value or other (sometimes known as the problem of objectification of the pointer posit ...
Quantum vacuum in de Sitter spacetime
... are attractive for large distances, providing a possibility to stabilize interbrane distance by using vacuum forces Quantum fluctuations of a bulk scalar field induce surface densities of the cosmological constant type localized on the branes In the original Randall-Sundrum model for interbrane dist ...
... are attractive for large distances, providing a possibility to stabilize interbrane distance by using vacuum forces Quantum fluctuations of a bulk scalar field induce surface densities of the cosmological constant type localized on the branes In the original Randall-Sundrum model for interbrane dist ...
Phase switching in a voltage-biased Aharonov-Bohm interferometer Vadim I. Puller
... of electrostatic AB oscillations, as was studied in Refs. 11 and 12. Some features of the experiment, however, are inconsistent with such an explanation. In particular, as mentioned above, there is apparent correlation between the onset of the phase switching and the onset of inelastic cotunneling. ...
... of electrostatic AB oscillations, as was studied in Refs. 11 and 12. Some features of the experiment, however, are inconsistent with such an explanation. In particular, as mentioned above, there is apparent correlation between the onset of the phase switching and the onset of inelastic cotunneling. ...
Publication : Relativistic Coupled Cluster Calculations with
... introduced by Ginges and Flambaum [23], and modified and implemented by our group into GRASP [24]. The two approaches (ENLO and MLSO) give similar results at the mean-field level. For comparison, we also include the more approximate perturbative SE values obtained by using the screened Z-expansion ( ...
... introduced by Ginges and Flambaum [23], and modified and implemented by our group into GRASP [24]. The two approaches (ENLO and MLSO) give similar results at the mean-field level. For comparison, we also include the more approximate perturbative SE values obtained by using the screened Z-expansion ( ...
Difficulties in the Implementation of Quantum Computers Abhilash
... correcting algorithms [25-30] consider only bit flips, phase flips or both between the relative phases but these are not all the errors that we might encounter in a quantum computation. Unlike the situation in classical computing, small errors cannot be eliminated in quantum computing [31] as it is ...
... correcting algorithms [25-30] consider only bit flips, phase flips or both between the relative phases but these are not all the errors that we might encounter in a quantum computation. Unlike the situation in classical computing, small errors cannot be eliminated in quantum computing [31] as it is ...
pdf file
... Theorem 3.5. i) Let Y (k) be as above, and let Y be the MBI-process defined by (3.1). If 3.E) holds, then for every µ ∈ M, r ≤ t1 < · · · < tn ∈ R and a ≥ 0, ...
... Theorem 3.5. i) Let Y (k) be as above, and let Y be the MBI-process defined by (3.1). If 3.E) holds, then for every µ ∈ M, r ≤ t1 < · · · < tn ∈ R and a ≥ 0, ...
