GAP Optique Geneva University
... The quantum protol is identical to the BB84 During the public discussion phase of the new protocol Alice doesn’t announce bases but sets of non-orthogonal ...
... The quantum protol is identical to the BB84 During the public discussion phase of the new protocol Alice doesn’t announce bases but sets of non-orthogonal ...
Gurdjieff`s Philosophy of Nature
... Gurdjieff himself was aware of these scientific discoveries, or at least one of the numerous intellectuals among his groups in Moscow and St. Petersburg— Ouspensky in all likelihood—had informed him of the existence of these discoveries. The allusion in these texts to "certain most recent theories" ...
... Gurdjieff himself was aware of these scientific discoveries, or at least one of the numerous intellectuals among his groups in Moscow and St. Petersburg— Ouspensky in all likelihood—had informed him of the existence of these discoveries. The allusion in these texts to "certain most recent theories" ...
Entanglement and state characterisation from two-photon interference
... scientific studies on the nature of light by Hooke and Huygens. Nevertheless, the observations they made at the time could also be explained by describing light as composed by particles, so that the wave theory of light has not been universally accepted till the first years of the 19th century, when ...
... scientific studies on the nature of light by Hooke and Huygens. Nevertheless, the observations they made at the time could also be explained by describing light as composed by particles, so that the wave theory of light has not been universally accepted till the first years of the 19th century, when ...
Strongly correlated quantum physics with cold atoms - Max
... giving rise to novel Cooper pairs of bosons. Ordinarily, Cooper pairs are composed of fermions – not so in our setup! We show that a Mott state of local bosonic Bell pairs can evolve into a Cooper-paired state of bosons, where the size of the pairs becomes macroscopic. This state can be prepared via ...
... giving rise to novel Cooper pairs of bosons. Ordinarily, Cooper pairs are composed of fermions – not so in our setup! We show that a Mott state of local bosonic Bell pairs can evolve into a Cooper-paired state of bosons, where the size of the pairs becomes macroscopic. This state can be prepared via ...
Information measures, entanglement and quantum evolution Claudia Zander
... particles moving in a one-dimensional double well. This illustration is meant to be incorporated into the teaching of quantum entanglement. Chapter 4 is based on (C). The role of entanglement in time evolution is investigated in the cases of two-, three- and N -qubit systems. A clear correlation is ...
... particles moving in a one-dimensional double well. This illustration is meant to be incorporated into the teaching of quantum entanglement. Chapter 4 is based on (C). The role of entanglement in time evolution is investigated in the cases of two-, three- and N -qubit systems. A clear correlation is ...
The crucial role of triplets in photoinduced charge transfer and
... However, there is also another paradox, noticed by Rehm and Weller, but almost forgotten by later authors. The same set of experimental data shows that the ascending (normal) branch of FEG curve is located at too low energies, DGi 0. This would be a right place if the ionization were an irreversib ...
... However, there is also another paradox, noticed by Rehm and Weller, but almost forgotten by later authors. The same set of experimental data shows that the ascending (normal) branch of FEG curve is located at too low energies, DGi 0. This would be a right place if the ionization were an irreversib ...
A WYSIWYG Simulation Tool for Investigating the Circuit Model of
... An inner product space is defined below from [27]. It is defined here because it is used in the explanation of Dirac notation and Hilbert space later on: An inner-product space I is a complex vector space, equipped with an inner product �· | ·� : I × I → C satisfying the following axioms for any vec ...
... An inner product space is defined below from [27]. It is defined here because it is used in the explanation of Dirac notation and Hilbert space later on: An inner-product space I is a complex vector space, equipped with an inner product �· | ·� : I × I → C satisfying the following axioms for any vec ...
