![Neural Unpredictability, The Interpretation of Quantum Theory, and](http://s1.studyres.com/store/data/005151351_1-638f44c3090d9208c0a45c508f8880b8-300x300.png)
Quantum transport equations for Bose systems taking into account
... The problems of building a kinetic equation for Bose systems based on the microscopic approach were considered by Akhiezer and Peletminsky [21] and by Kirkpatrick and Dorfman [22–24]. The results of [22, 23] were extended and used to describe the trapped weakly-interacting Bose gases at finite temper ...
... The problems of building a kinetic equation for Bose systems based on the microscopic approach were considered by Akhiezer and Peletminsky [21] and by Kirkpatrick and Dorfman [22–24]. The results of [22, 23] were extended and used to describe the trapped weakly-interacting Bose gases at finite temper ...
Why the Disjunction in Quantum Logic is Not Classical1
... in this situation. So let us correct this error by introducing the measurement : 7 ; that tests the two propositions together, by pouring out the water at both sides at once. The result is then that if we have more than 10 liters at the left, we have less than 10 liters at the right, and if we have ...
... in this situation. So let us correct this error by introducing the measurement : 7 ; that tests the two propositions together, by pouring out the water at both sides at once. The result is then that if we have more than 10 liters at the left, we have less than 10 liters at the right, and if we have ...
Statistical Properties of the Squeezed Displaced Number States
... squeezed state can be considered as one of the most studied state [1]. It is characterized by the fact that the indetermination in one of the two quadraturecomponents of the electromagnetic eld is smaller than in the usual coherent states. It is of great importance, as in optical communication and ...
... squeezed state can be considered as one of the most studied state [1]. It is characterized by the fact that the indetermination in one of the two quadraturecomponents of the electromagnetic eld is smaller than in the usual coherent states. It is of great importance, as in optical communication and ...
D.5 Quantum error correction - UTK-EECS
... works in quantum computation, but not classical analog computing. The general goal in syndrome extraction is to separate the syndrome information from the computational information in such a way that the syndrome can be measured without collapsing any of the computational information. Since the synd ...
... works in quantum computation, but not classical analog computing. The general goal in syndrome extraction is to separate the syndrome information from the computational information in such a way that the syndrome can be measured without collapsing any of the computational information. Since the synd ...
Quantum mechanics near closed timelike lines
... the behavior of general physical systems under the unfamiliar circumstances of chronology violation. Computations are usually performed with the intention of creating an output that has certain desired properties depending on an input. But we are interested in the physica1 ...
... the behavior of general physical systems under the unfamiliar circumstances of chronology violation. Computations are usually performed with the intention of creating an output that has certain desired properties depending on an input. But we are interested in the physica1 ...
A two-dimensional, two-electron model atom in a laser pulse: exact
... [13–15]. Results from TDFT, in principal an exact approach, depend on the choice of the effective exchange-correlation P potential [24]. Another disadvantage of this procedure is that only the total electron density n(r, t) = i |ϕi (r, t)|2 is calculated and the single particle orbitals ϕi (r, t) ar ...
... [13–15]. Results from TDFT, in principal an exact approach, depend on the choice of the effective exchange-correlation P potential [24]. Another disadvantage of this procedure is that only the total electron density n(r, t) = i |ϕi (r, t)|2 is calculated and the single particle orbitals ϕi (r, t) ar ...
... been verified countless times. All other interpretations are necessarily constructed so as to give the same quantitative predictions as this in almost every case. The expected result of the measurement is in general described by a probability distribution that specifies the likelihoods that the vari ...
slides - Mathematics Department
... A somewhat surprising feature of the present situation is that we seem to arrive at the following alternative: Bohmian mechanics shows that one can explain quantum mechanics, exactly and completely, if one is willing to pay with using a preferred slicing of space-time; our model suggests that one s ...
... A somewhat surprising feature of the present situation is that we seem to arrive at the following alternative: Bohmian mechanics shows that one can explain quantum mechanics, exactly and completely, if one is willing to pay with using a preferred slicing of space-time; our model suggests that one s ...
Quantum Mechanics Lecture 30 Dr. Mauro Ferreira
... Suppose that we want to find out the ground state for the one-dimensional harmonic oscillator ...
... Suppose that we want to find out the ground state for the one-dimensional harmonic oscillator ...
Energy loss by a fast charged particle moving parallel to a surface
... ofthe fast particle with the surface, taken from the transition parallel to the surface of a medium at distances from it of the order of atomic distances, and also directly along a ~ u r f a c e . ~ probability per unit time. At normal incidence and at angles of incidence not too close to grazing, t ...
... ofthe fast particle with the surface, taken from the transition parallel to the surface of a medium at distances from it of the order of atomic distances, and also directly along a ~ u r f a c e . ~ probability per unit time. At normal incidence and at angles of incidence not too close to grazing, t ...
Probability in computational physics and biology: some
... My scientific activity is mainly dedicated to the mathematical study of models coming from computational physics, and to a less extent, biology. These models are the following: (i) Stochastically perturbed (thermostatted) Hamiltonian systems. Such systems are widely used in classical molecular simul ...
... My scientific activity is mainly dedicated to the mathematical study of models coming from computational physics, and to a less extent, biology. These models are the following: (i) Stochastically perturbed (thermostatted) Hamiltonian systems. Such systems are widely used in classical molecular simul ...
Why were two theories (Matrix Mechanics and Wave Mechanics
... • Schrödinger apparently gets his priorities straight. He explicitly states that he will offer only “a short preliminary sketch” (1926a, 47) of the full-fledged reciprocal equivalence, i.e., the connection between MM and WM, taken in the opposite direction from that demonstrated in Part 2 • Schrödi ...
... • Schrödinger apparently gets his priorities straight. He explicitly states that he will offer only “a short preliminary sketch” (1926a, 47) of the full-fledged reciprocal equivalence, i.e., the connection between MM and WM, taken in the opposite direction from that demonstrated in Part 2 • Schrödi ...
Probability amplitude
![](https://commons.wikimedia.org/wiki/Special:FilePath/Hydrogen_eigenstate_n5_l2_m1.png?width=300)
In quantum mechanics, a probability amplitude is a complex number used in describing the behaviour of systems. The modulus squared of this quantity represents a probability or probability density.Probability amplitudes provide a relationship between the wave function (or, more generally, of a quantum state vector) of a system and the results of observations of that system, a link first proposed by Max Born. Interpretation of values of a wave function as the probability amplitude is a pillar of the Copenhagen interpretation of quantum mechanics. In fact, the properties of the space of wave functions were being used to make physical predictions (such as emissions from atoms being at certain discrete energies) before any physical interpretation of a particular function was offered. Born was awarded half of the 1954 Nobel Prize in Physics for this understanding (see #References), and the probability thus calculated is sometimes called the ""Born probability"". These probabilistic concepts, namely the probability density and quantum measurements, were vigorously contested at the time by the original physicists working on the theory, such as Schrödinger and Einstein. It is the source of the mysterious consequences and philosophical difficulties in the interpretations of quantum mechanics—topics that continue to be debated even today.