Examples of using Quantum systems in English and their translations into Russian
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Superintegrability in Classical and Quantum Systems.
Quantum systems so elusive, as they can be in a superposition of multiple States at one time.
Other pre-RNA replicators have been posited, including crystals:150 and even quantum systems.
The superposition principle is applicable to quantum systems only and is not valid when applied to macrosystems.
In my research I am trying to understand andexploit the appearance of coherence in such quantum systems.
This means that in the future you can create quantum systems with a large number of entangled particles simultaneously.
Quantum Systems, the Gold Sponsor of Robotics Expo 2015, has presented for the first time a robot that is able to create a landscape design.
His research area is the interplay of information with complex systems, especially quantum systems.
It shows the correlation between quantum systems significantly more strictly, than it can do all the classic correlation.
The technical innovations at Flowers 2016 include the world's first mobile topiary robot Gardy developed by a Russian company“Quantum Systems”.
Earlier mathematics from the Massachusetts Institute of Technology have shown that in quantum systems with three states of spin entanglement increases with the number of particles.
To create a more conventional quantum computers are commonly used ionized atoms collected entangled quantum systems.
Although there was rapid progress in quantum information processing,difficulties in managing the quantum systems do not allow you to make adequate progress in the experimental implementation of new proposals.
In 1938, he published a new detailed work that covered the application of statistical mechanics to classical and quantum systems.
During the second day of the conference the following experts shared their experience: Yekaterina Bereziy(Exoatlet), Oleg Kupervasser(Transist Video LLC),Dmitry Suvorov(Quantum Systems), Maria Tuchina and Olga Elkina(Russia 2045), Yekaterina Yadova(Moscow Business School, Generation S), and others.
Until now there were only few experimental facilities, that can be confusing State education, and there is no experimentally verified data,to determine all the four Bellovskih States for any kind of quantum systems.
SU(N) then emerges as a deformation of SU(∞),with deformation parameter 1/N. Generalization of the Moyal bracket for quantum systems with second-class constraints involves an operation on equivalence classes of functions in phase space, which can be considered as a quantum deformation of the Dirac bracket.
Some interpretations of quantum mechanics hold that a system lacks an actualized property until it is measured,which implies that quantum systems exhibit a non-local behavior.
Although entanglement three superconducting circuits is a significant achievement in making other quantum systems physics able to confuse more components.
Adviser to the World Bank, the United Nations University and the United Nations Development Programme;has conducted scientific research in such areas as astrophysics, quantum systems theory and general relativity theory.
This talk surveys the approach taken by Jacob Biamonte and collaborators, in developing novel applications of quantum effects to enhance computer algorithms, establishing the computational complexity of specific quantum systems anddeveloping a theory of complexity in quantum systems which sets to augment and generalize the contemporary theory of complex networks.
The development of the theoretical method of functional renormalization by Wetterich has found applications in many areas of physics, e.g. it provides a suitable framework to study quantum gravity(asymptotic safety), Yang-Mills theories andit was also useful in non-relativistic quantum systems like the BCS to BEC crossover where it bridges the two theories in a unified theoretical language.
The following areas of research are being actively developed: Control of oscillations Control of synchronization Control of chaos, bifurcations Control of phase transitions, stochastic resonance Optimal control inthermodynamics Control of micromechanical, molecular and quantum systems Among the most important applications are: control of fusion, control of beams, control in nano- and femto-technologies.
In a mixed state the quantum system exists in both pure states simultaneously.
Experimentally demonstrated quantum teleportation- transfer andrestore on any arbitrary distance state quantum system.
The aether itself is neither thermodynamic nor quantum system.
If a quantum system can be found in the states 1 and 2 described by wavefunctions mixed state”.
Assume that we have a quantum system, for example, an atom, in one of its excited states E2, Fig.1.
For the quantum system and the photon, these quantities can be reciprocally collated and have a similar physical meaning for both objects.
For deriving the relation,which describes the quantum system from the viewpoint of its momentum, we use that fact, that for the photon, x=C T.