Quantum Computing With Closed Timelike Curves
... Based on joint work with John Watrous (U. Waterloo) ...
... Based on joint work with John Watrous (U. Waterloo) ...
Do quantum strategies always win?
... then analyze cases wherein the classical player uses a pure strategy and finally wherein the classical player uses a mixed strategy. This is followed by a section on the question of “quantized games” versus “Gaming the quantum” wherein we show our example game falls in the category of gaming the qua ...
... then analyze cases wherein the classical player uses a pure strategy and finally wherein the classical player uses a mixed strategy. This is followed by a section on the question of “quantized games” versus “Gaming the quantum” wherein we show our example game falls in the category of gaming the qua ...
Get PDF - Physics of Information and Quantum Technologies Group
... restricts the possible orbits to a discrete set, each corresponding to an energy level of the atom. This model was then improved during the following decade, mainly by Arnold Sommerfeld and Alfred Landé, rendering it more sophisticated, trying to make it able to account for the multiplet structure ...
... restricts the possible orbits to a discrete set, each corresponding to an energy level of the atom. This model was then improved during the following decade, mainly by Arnold Sommerfeld and Alfred Landé, rendering it more sophisticated, trying to make it able to account for the multiplet structure ...
Shamsul Kaonain
... Einstein's theory of relativity. The resolution of this problem turns out to hinge on whether it is possible to clone an unknown quantum state, that is, construct a copy of a quantum state. Cloning turns out not to be possible in general in quantum mechanics. This no cloning theorem , discovered in ...
... Einstein's theory of relativity. The resolution of this problem turns out to hinge on whether it is possible to clone an unknown quantum state, that is, construct a copy of a quantum state. Cloning turns out not to be possible in general in quantum mechanics. This no cloning theorem , discovered in ...
URL - StealthSkater
... flux tube network and flux tubes could be either active or passive. In the passive state, flux tubes could be shortcut by a reconnection with a hydrogen bond so that the ends of cut flux tube would end up to water molecules. This is, however, not necessary. Activation in absence of the short cut wou ...
... flux tube network and flux tubes could be either active or passive. In the passive state, flux tubes could be shortcut by a reconnection with a hydrogen bond so that the ends of cut flux tube would end up to water molecules. This is, however, not necessary. Activation in absence of the short cut wou ...
Nanodot-Cavity Electrodynamics and Photon
... distortion of the pulse shape and entanglement of the motion and polarization of the photons. The polarization states of the two photons are obtained by projection after the transmission. The effect of pulse deformation may be reduced by frequency filtering the transmitted pulse. We show how shaping ...
... distortion of the pulse shape and entanglement of the motion and polarization of the photons. The polarization states of the two photons are obtained by projection after the transmission. The effect of pulse deformation may be reduced by frequency filtering the transmitted pulse. We show how shaping ...
Document
... in a Hilbert space can always be written as a pure state in a higher dimension Hilbert space Such that e.g., for the mixed state ...
... in a Hilbert space can always be written as a pure state in a higher dimension Hilbert space Such that e.g., for the mixed state ...
field concepts and the emergence of a holistic
... complementarity, is also connected to its holism. As Primas writes, there is no single description, such as the molecular-reductionistic one, which can alone represent the whole reality of the subject of a scientific investigation, or is better or „truer“ than any other. Nature is extremely diverse ...
... complementarity, is also connected to its holism. As Primas writes, there is no single description, such as the molecular-reductionistic one, which can alone represent the whole reality of the subject of a scientific investigation, or is better or „truer“ than any other. Nature is extremely diverse ...
Slide 1
... Need both Aharonov-Bohm and spin-orbit to Obtain full filtering, with unique spin. Spin is sensitive to electric and magnetic fields: small changes in parameters switch the direction of the filtered spin. Can work at fixed small magnetic field, with small changes in electric field or in electron ene ...
... Need both Aharonov-Bohm and spin-orbit to Obtain full filtering, with unique spin. Spin is sensitive to electric and magnetic fields: small changes in parameters switch the direction of the filtered spin. Can work at fixed small magnetic field, with small changes in electric field or in electron ene ...
Lecture 14: Quantum information revisited Density matrices
... be discussed will be of a somewhat different flavor, starting with quantum error correction and moving on to quantum cryptography. Before discussing these topics, however, it will be helpful to say more about the mathematics of quantum information in general. In the beginning of the course I describ ...
... be discussed will be of a somewhat different flavor, starting with quantum error correction and moving on to quantum cryptography. Before discussing these topics, however, it will be helpful to say more about the mathematics of quantum information in general. In the beginning of the course I describ ...
Interpretation of quantum mechanics by the double solution theory
... is never strictly the case in nature, due to the inevitable existence of some spectral width. I knew that if the complex wave is represented by a Fourier integral, i.e. by a superposition of components, these latter only exist in the theoretician’s mind, and that as long as they are not separated by ...
... is never strictly the case in nature, due to the inevitable existence of some spectral width. I knew that if the complex wave is represented by a Fourier integral, i.e. by a superposition of components, these latter only exist in the theoretician’s mind, and that as long as they are not separated by ...
Quantum Mechanical Foundations of Causal Entropic Forces
... emergence of intelligence as a phenomenon in physical systems. Although the theory provides illustrations of how behavior shaped by causal entropic forces resembles human cognitive niche in specific simple settings, the theory leaves open some important questions. First, the definition of causal ent ...
... emergence of intelligence as a phenomenon in physical systems. Although the theory provides illustrations of how behavior shaped by causal entropic forces resembles human cognitive niche in specific simple settings, the theory leaves open some important questions. First, the definition of causal ent ...
Phys.Rev.Lett. 84, 1
... of the lens. The use of the lens is to achieve the “far field” condition, while still keeping a short distance between the slit and the detector D0 . Detector D0 can be scanned along its x axis by a step motor. The idler photon (photon 2) is sent to an interferometer with equal-path optical arms. Th ...
... of the lens. The use of the lens is to achieve the “far field” condition, while still keeping a short distance between the slit and the detector D0 . Detector D0 can be scanned along its x axis by a step motor. The idler photon (photon 2) is sent to an interferometer with equal-path optical arms. Th ...
Michio Masujima Applied Mathematical Methods in Theoretical
... Many problems within theoretical physics are frequently formulated in terms of ordinary differential equations or partial differential equations. We can often convert them into integral equations with boundary conditions or with initial conditions built in. We can formally develop the perturbation s ...
... Many problems within theoretical physics are frequently formulated in terms of ordinary differential equations or partial differential equations. We can often convert them into integral equations with boundary conditions or with initial conditions built in. We can formally develop the perturbation s ...
the emergent dualism view of quantum physics and consciousness
... observation is made. Probability, by its nature, implies the simultaneous existence of the states of existence and non-existence (or more complex combinations). The states are superposed with probabilities of p and (1-p). Moreover, once an observation is made, this superposition collapses to one sta ...
... observation is made. Probability, by its nature, implies the simultaneous existence of the states of existence and non-existence (or more complex combinations). The states are superposed with probabilities of p and (1-p). Moreover, once an observation is made, this superposition collapses to one sta ...
Inflation, quantum fields, and CMB anisotropies
... perturbation. It is our view to regard the variance as the basic physical object and treat h as a proper quantum field. Renormalization is then the natural solution to keep the variance finite and well-defined. Since the physically relevant quantity (power spectrum) is expressed in momentum space, t ...
... perturbation. It is our view to regard the variance as the basic physical object and treat h as a proper quantum field. Renormalization is then the natural solution to keep the variance finite and well-defined. Since the physically relevant quantity (power spectrum) is expressed in momentum space, t ...
