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... • The configuration register can be reduced to a classical register which is non-entangled with a 12qubit quantum state • The configuration state corresponds to a superposition of allowed stabilizer codes (obtained by permuting the columns of HA Hamming matrix) • Not all allowed stabilizer circuits ...
... • The configuration register can be reduced to a classical register which is non-entangled with a 12qubit quantum state • The configuration state corresponds to a superposition of allowed stabilizer codes (obtained by permuting the columns of HA Hamming matrix) • Not all allowed stabilizer circuits ...
Many Body Quantum Mechanics
... The basic mathematical objects in quantum mechanics are Hilbert spaces and operators defined on them. In order to fix notations we briefly review the definitions. 1.1 DEFINITION (Hilbert Space). A Hilbert Space H is a vector space endowed with a sesquilinear map (·, ·) : H × H → C (i.e., a map which ...
... The basic mathematical objects in quantum mechanics are Hilbert spaces and operators defined on them. In order to fix notations we briefly review the definitions. 1.1 DEFINITION (Hilbert Space). A Hilbert Space H is a vector space endowed with a sesquilinear map (·, ·) : H × H → C (i.e., a map which ...
Free Energy. Thermodynamic Identities. Phase
... obtained as heat from the environment – this heat is T S, where S is the entropy of the created system. The rest of the energy must be provided as work – this is F . Conversely, if you destroy the system at constant temperature T you need to reduce the entropy to zero via heat transfer T S to the en ...
... obtained as heat from the environment – this heat is T S, where S is the entropy of the created system. The rest of the energy must be provided as work – this is F . Conversely, if you destroy the system at constant temperature T you need to reduce the entropy to zero via heat transfer T S to the en ...
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... rotational Brownian motion to the polarization of dipole liquids in time dependent fields. According to Debye the interaction of molecules between each other can be considered as the friction foresees with the moment proportional to the angle velocity =P/, where is the rotational coefficient of ...
... rotational Brownian motion to the polarization of dipole liquids in time dependent fields. According to Debye the interaction of molecules between each other can be considered as the friction foresees with the moment proportional to the angle velocity =P/, where is the rotational coefficient of ...
Abstract
... Compared to the conduction electron spins, nuclear spins in semiconductors have several orders of magnitude longer lifetimes and are thus favorable candidates for storing quantum information. Local manipulation of nuclear spin can be achieved by controlling hyperfine interaction with electron spins. ...
... Compared to the conduction electron spins, nuclear spins in semiconductors have several orders of magnitude longer lifetimes and are thus favorable candidates for storing quantum information. Local manipulation of nuclear spin can be achieved by controlling hyperfine interaction with electron spins. ...
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Quantum aspects of brain activity and the role of consciousness
... units of the neocortex. They are observed in all areas of the cortex that have been investigated and in all mammals, including humanst. It has been proposed that these bundles are the cortical units for reception (5), which would give them a preeminent role. Since they are composed essentially of de ...
... units of the neocortex. They are observed in all areas of the cortex that have been investigated and in all mammals, including humanst. It has been proposed that these bundles are the cortical units for reception (5), which would give them a preeminent role. Since they are composed essentially of de ...
Slide - University of British Columbia
... (e.g., a planet orbiting the sun) over sufficiently long times. When more bodies are involved, in most cases the motion becomes “chaotic”. When chaos occurs it is impossible to solve Newton’s equations of motion to sufficient accuracy: the further in the future we inquire, the better do we need to k ...
... (e.g., a planet orbiting the sun) over sufficiently long times. When more bodies are involved, in most cases the motion becomes “chaotic”. When chaos occurs it is impossible to solve Newton’s equations of motion to sufficient accuracy: the further in the future we inquire, the better do we need to k ...
Thermodynamics of Skeletal Muscle During Cardiocirculatory Assist
... stability to instability, from destruction to creativity. However, living organisms are unable to transform entropy into negentropy. The concept of'entropy (S), derived from the second law of thermodynamics, constitutes a special and relevant parameter. In 1864 Rudolph Clausius [12] described the fi ...
... stability to instability, from destruction to creativity. However, living organisms are unable to transform entropy into negentropy. The concept of'entropy (S), derived from the second law of thermodynamics, constitutes a special and relevant parameter. In 1864 Rudolph Clausius [12] described the fi ...
The Spectrum of the Hydrogen Atom
... a random trigger of the poison release. When the atom decays, the poison is released into the box killing the cat. Before the atom decays, the cat is alive. The box is totally sealed, and there is no way of knowing whether the cat inside the box is alive or dead. One operator for this system could b ...
... a random trigger of the poison release. When the atom decays, the poison is released into the box killing the cat. Before the atom decays, the cat is alive. The box is totally sealed, and there is no way of knowing whether the cat inside the box is alive or dead. One operator for this system could b ...
Potential Energy - McMaster Physics and Astronomy
... Elastic and Inelastic Collisions Momentum is conserved in collisions. Kinetic energy is sometimes conserved; it depends on the nature of the interaction force. A collision is called elastic if the total kinetic energy is the same before and after the collision. If the interaction force is conservat ...
... Elastic and Inelastic Collisions Momentum is conserved in collisions. Kinetic energy is sometimes conserved; it depends on the nature of the interaction force. A collision is called elastic if the total kinetic energy is the same before and after the collision. If the interaction force is conservat ...