Quantum fluctuations stabilize skyrmion textures A. Rold´an-Molina
... moments that have a well-defined orientation and are, in this sense, classical. Yet quantum fluctuations are invariably present. They arise, ultimately, from the fact that the different projections of the spin operator do not commute with each other. The standard [1,2] description of spin excitation ...
... moments that have a well-defined orientation and are, in this sense, classical. Yet quantum fluctuations are invariably present. They arise, ultimately, from the fact that the different projections of the spin operator do not commute with each other. The standard [1,2] description of spin excitation ...
A unitary perturbation theory approach to real
... Our approach is based on an analogy to canonical perturbation theory in classical mechanics. We give a simple illustration of canonical perturbation theory and show how canonical transformations can improve perturbative expansions in real-time evolution problems. We show that an analogous implementa ...
... Our approach is based on an analogy to canonical perturbation theory in classical mechanics. We give a simple illustration of canonical perturbation theory and show how canonical transformations can improve perturbative expansions in real-time evolution problems. We show that an analogous implementa ...
PPT1
... This effectively means that the destruction and the creation operators for particles in the Bose-Einstein condensate are replaced by a number ...
... This effectively means that the destruction and the creation operators for particles in the Bose-Einstein condensate are replaced by a number ...
Can Mind Affect Matter Via Active Information?
... Traditional quantum theory correctly predicts the results of a wide range of measurements. But as is well known it gives rise to a number of philosophical problems and paradoxes. For this reason, many scientists find it unattractive to consider the relevance of quantum physics in the context of cogni ...
... Traditional quantum theory correctly predicts the results of a wide range of measurements. But as is well known it gives rise to a number of philosophical problems and paradoxes. For this reason, many scientists find it unattractive to consider the relevance of quantum physics in the context of cogni ...
Powerpoint 6/22
... Rule 1 (State Description) N states, probability vector Rule 2 (Evolution) N x N stochastic matrix Rule 3 (Measurement) A measurement with k outcomes is described by k N dimensional real vectors with positive components. If we sum over all of these k vectors then we obtain the all 1’s vector. If our ...
... Rule 1 (State Description) N states, probability vector Rule 2 (Evolution) N x N stochastic matrix Rule 3 (Measurement) A measurement with k outcomes is described by k N dimensional real vectors with positive components. If we sum over all of these k vectors then we obtain the all 1’s vector. If our ...
An Exploration of Powerful Power of Thought Experiences
... If we view Bohm’s concept of active information as acting on energy to produce effects and accept that at least some of that information may come from the observer, it seems more than plausible that this active information could be related to an interface point between our macro world and the quantu ...
... If we view Bohm’s concept of active information as acting on energy to produce effects and accept that at least some of that information may come from the observer, it seems more than plausible that this active information could be related to an interface point between our macro world and the quantu ...
(pdf)
... At this point, we should not try to ascribe a physical meaning to fn (x); it will be more productive for us to think of |ni as a vector in L2 than explicitly as a function. 1.2. Observables. An observable of a system is a property of the system derived from a physical measurement on the system. Exam ...
... At this point, we should not try to ascribe a physical meaning to fn (x); it will be more productive for us to think of |ni as a vector in L2 than explicitly as a function. 1.2. Observables. An observable of a system is a property of the system derived from a physical measurement on the system. Exam ...
