The Parallel Development of Matrix and Wave Mechanics
... has to do with considerations of length and the limited scope of this article. It means also that some subjects will not be extensively treated, they will however be discussed sufficiently enough to understand the main subject. The focus will be on founding papers of wave and matrix mechanics, avoid ...
... has to do with considerations of length and the limited scope of this article. It means also that some subjects will not be extensively treated, they will however be discussed sufficiently enough to understand the main subject. The focus will be on founding papers of wave and matrix mechanics, avoid ...
Complementarity in Quantum Mechanics and Classical Statistical
... them, at the same time, despite their simultaneous coexistence. Therefore, the consideration of all these contradictory properties is absolutely necessary to provide a complete characterization of the object. In physics, complementarity represents a basic principle of quantum theory proposed by Niel ...
... them, at the same time, despite their simultaneous coexistence. Therefore, the consideration of all these contradictory properties is absolutely necessary to provide a complete characterization of the object. In physics, complementarity represents a basic principle of quantum theory proposed by Niel ...
Liquid State NMR Quantum Computing
... appear intractable (resources grow exponentially with problem size) on any classical computer are tractable on a quantum computer. This was shown in 1994 by Peter Shor, almost 10 years after Deutsch introduced quantum parallellism. Shor’s quantum algorithm13 allows one to find the period of a functi ...
... appear intractable (resources grow exponentially with problem size) on any classical computer are tractable on a quantum computer. This was shown in 1994 by Peter Shor, almost 10 years after Deutsch introduced quantum parallellism. Shor’s quantum algorithm13 allows one to find the period of a functi ...
Quantum NP - A Survey Dorit Aharonov and Tomer Naveh
... whether such a rich theory of complexity can also be developed for the quantum model; it is probably true that such interesting structures and results await for us down the road of quantum complexity theory, with perhaps insights to be drawn from them regarding the quantum computational power. Sever ...
... whether such a rich theory of complexity can also be developed for the quantum model; it is probably true that such interesting structures and results await for us down the road of quantum complexity theory, with perhaps insights to be drawn from them regarding the quantum computational power. Sever ...
Quantum Teleportation
... Although the basis for such technology evades current theory, it is conceivable that it might eventually be feasible. If this technology were produced, however, society would totally change. The effects on freight transport would be incredible. There would be hardly any need to move items by convent ...
... Although the basis for such technology evades current theory, it is conceivable that it might eventually be feasible. If this technology were produced, however, society would totally change. The effects on freight transport would be incredible. There would be hardly any need to move items by convent ...
Edge theory of ferromagnetic quantum Hall states
... a current normal to the boundary because of the nonzero value of the Hall conductance. But with restricted gauge transformations for which L50 on the boundary we may use this action to derive, as was already done in Ref. 1, the kinetic term of the edge theory Lagrangian. These gauge transformations ...
... a current normal to the boundary because of the nonzero value of the Hall conductance. But with restricted gauge transformations for which L50 on the boundary we may use this action to derive, as was already done in Ref. 1, the kinetic term of the edge theory Lagrangian. These gauge transformations ...
The symmetrized quantum potential and space as a direct
... is used to describe the numerical order of events that run into three dimensional physical space. As a consequence, the space-time manifold of special relativity can be considered as a “physical-mathematical reality”. On the other hand, the fourth coordinate x4 = ict of the Minkowskian arena, on the ...
... is used to describe the numerical order of events that run into three dimensional physical space. As a consequence, the space-time manifold of special relativity can be considered as a “physical-mathematical reality”. On the other hand, the fourth coordinate x4 = ict of the Minkowskian arena, on the ...
