manipulating single atoms - Quantum technologies
... observation of two-atom losses (arrows), which occur much more frequently than what can be expected if one assumes Poissonian-distributed, i.e., independent, one-atom losses [27]. The analysis of the occurrence of such two-atom losses reveals that their rate is proportional to N (N − 1), where N is ...
... observation of two-atom losses (arrows), which occur much more frequently than what can be expected if one assumes Poissonian-distributed, i.e., independent, one-atom losses [27]. The analysis of the occurrence of such two-atom losses reveals that their rate is proportional to N (N − 1), where N is ...
Cavity Induced Interfacing of Atoms and Light
... restrict the cavity eigenmodes to geometrically stable Laguerre-Gaussian or HermiteGaussian modes. In most cases, just one of these modes is of interest, characterised by its mode function ψcav (r) and its resonance frequency ωcav . The state vector can therefore be expressed as a superposition of p ...
... restrict the cavity eigenmodes to geometrically stable Laguerre-Gaussian or HermiteGaussian modes. In most cases, just one of these modes is of interest, characterised by its mode function ψcav (r) and its resonance frequency ωcav . The state vector can therefore be expressed as a superposition of p ...
Anti Heisenberg—The End of Heisenberg`s Uncertainty Principle
... introduction of symbols and the elimination of non mathematical verbal expressions. For instance, the historical development of algebraic equations and algebraic inequalities is associated with names like Robert Recorde, Thomas Harriot and other too. As a matter of fact, let us note that Robert Reco ...
... introduction of symbols and the elimination of non mathematical verbal expressions. For instance, the historical development of algebraic equations and algebraic inequalities is associated with names like Robert Recorde, Thomas Harriot and other too. As a matter of fact, let us note that Robert Reco ...
University of Florida - University of Missouri
... We can define the following contracted two-electron creation and annihilation operators according to the SVD of the approximate amplitude. ...
... We can define the following contracted two-electron creation and annihilation operators according to the SVD of the approximate amplitude. ...
Quantum Control for Scientists and Engineers
... feedback in order to correct for the effects of noise and uncertainty and to update the control law. In many experimental incarnations of quantum control such as the original applications to the femtosecond laser control of molecular dynamics realtime feedback is not possible (or necessary) due to t ...
... feedback in order to correct for the effects of noise and uncertainty and to update the control law. In many experimental incarnations of quantum control such as the original applications to the femtosecond laser control of molecular dynamics realtime feedback is not possible (or necessary) due to t ...
![Physics and Astronomy Project List [PDF 349.52KB]](http://s1.studyres.com/store/data/018180606_1-22c9374b5e9a386f8d8e07fbc50c3daa-300x300.png)
Physics and Astronomy Project List [PDF 349.52KB]
... Description: This project will explore the boundary between the quantum and classical physics in the context of quantum entanglement. We will consider the specific case of how particles acquire well-defined spatial localisations when light is scattered off them and detected. This process creates a s ...
... Description: This project will explore the boundary between the quantum and classical physics in the context of quantum entanglement. We will consider the specific case of how particles acquire well-defined spatial localisations when light is scattered off them and detected. This process creates a s ...
Electron Spin and Its History - Physics Department, Princeton
... In early 1926, Erwin Schrödinger invented wave mechanics, and he later showed that it and Heisenberg’s matrix mechanics are equivalent. Meanwhile, in February 1926, Llewellyn H. Thomas, a 23-year-old Londoner born to Welsh parents, was on a traveling fellowship at Bohr’s institute in Copenhagen. Th ...
... In early 1926, Erwin Schrödinger invented wave mechanics, and he later showed that it and Heisenberg’s matrix mechanics are equivalent. Meanwhile, in February 1926, Llewellyn H. Thomas, a 23-year-old Londoner born to Welsh parents, was on a traveling fellowship at Bohr’s institute in Copenhagen. Th ...
Schrödinger operators and their spectra
... of measuring are determined by the spectrum of A, denoted by σ(A). (These explain the relevance of self-adjointness, because hAi and σ(A) are real for selfadjoint A.) A distinguished observable is the Hamiltonian H, i.e. the operator corresponding to the total energy of the system, which determines ...
... of measuring are determined by the spectrum of A, denoted by σ(A). (These explain the relevance of self-adjointness, because hAi and σ(A) are real for selfadjoint A.) A distinguished observable is the Hamiltonian H, i.e. the operator corresponding to the total energy of the system, which determines ...
Chapter 3 QUANTUM MONTE CARLO SIMULATION
... operators is a very high price to pay in exchange for 'realism' ". The discussion about the locality of scattering goes far beyond the scope of this simple work, but we want to stress that within our approach, local scattering mechanism can also be 'naturally' implemented. In any case, other authors ...
... operators is a very high price to pay in exchange for 'realism' ". The discussion about the locality of scattering goes far beyond the scope of this simple work, but we want to stress that within our approach, local scattering mechanism can also be 'naturally' implemented. In any case, other authors ...
Quantum Leap Gypsy Virtual Instrument Manual
... A round robin articulation is one in which several different samples are recorded with all parameters, such as volume, speed of attack, and so on, being essentially constant. The PLAY Engine then knows to alternate between the two or more samples during playback. The goal is to avoid what’s often ca ...
... A round robin articulation is one in which several different samples are recorded with all parameters, such as volume, speed of attack, and so on, being essentially constant. The PLAY Engine then knows to alternate between the two or more samples during playback. The goal is to avoid what’s often ca ...
Chapter 1. Some experimental facts
... Some objections to formula (19) can be raised. Some of them were raised at the end of the 19 th century , at a time when atomic physics was in a rudimentary stage and special relativity had not been formulated. These objections are still today repeated with no afterthought , see for example Ref 1 , ...
... Some objections to formula (19) can be raised. Some of them were raised at the end of the 19 th century , at a time when atomic physics was in a rudimentary stage and special relativity had not been formulated. These objections are still today repeated with no afterthought , see for example Ref 1 , ...
Manifestations of Berry`s phase in molecules and condensed matter
... of geometric quantum phases and its applications in various fields. A very useful book [2] containing reprints and some original articles was published in 1989. Other useful publications of various kinds exist: general reviews [9, 10]; pedagogical and/or historical presentations for non-specialists [ ...
... of geometric quantum phases and its applications in various fields. A very useful book [2] containing reprints and some original articles was published in 1989. Other useful publications of various kinds exist: general reviews [9, 10]; pedagogical and/or historical presentations for non-specialists [ ...
M15/07
... weak* topology on the set of regular Borel probability measures. Instead, Dobrushin [24] introduced a notion of “metrically tights” sets of probability measures, on which the restriction of the Monge-Kantorovich metric does induces the weak* topology. Generalizing these ideas is not a straightforwar ...
... weak* topology on the set of regular Borel probability measures. Instead, Dobrushin [24] introduced a notion of “metrically tights” sets of probability measures, on which the restriction of the Monge-Kantorovich metric does induces the weak* topology. Generalizing these ideas is not a straightforwar ...