Eigenstate Phase Transitions
... Phase transitions are one of the most exciting physical phenomena ever discovered. The understanding of phase transitions has long been of interest. Recently eigenstate phase transitions have been discovered and studied; they are drastically different from traditional thermal phase transitions. In e ...
... Phase transitions are one of the most exciting physical phenomena ever discovered. The understanding of phase transitions has long been of interest. Recently eigenstate phase transitions have been discovered and studied; they are drastically different from traditional thermal phase transitions. In e ...
Polynomial-Time Algorithms for Prime Factorization and Discrete
... the same polynomial growth in precision does not appear to confer extra computing power to classical mechanics, although allowing exponential growth in precision may [Hartmanis and Simon, 1974; Vergis, Steiglitz, and Dickinson, 1986]. As far as we know, the precision possible in quantum state manipu ...
... the same polynomial growth in precision does not appear to confer extra computing power to classical mechanics, although allowing exponential growth in precision may [Hartmanis and Simon, 1974; Vergis, Steiglitz, and Dickinson, 1986]. As far as we know, the precision possible in quantum state manipu ...
Introduction to Quantum Information Science
... modern computer. Based on an in nite string of memory tape and a few principle set of operations, Turing demonstrated that such a machine could solve any problem that could be solved algorithmically. Independently around the same time Alonzo Church, created a lambda calculus for de ning functions, ...
... modern computer. Based on an in nite string of memory tape and a few principle set of operations, Turing demonstrated that such a machine could solve any problem that could be solved algorithmically. Independently around the same time Alonzo Church, created a lambda calculus for de ning functions, ...
Interaction-based nonlinear quantum metrology with a cold atomic ensemble
... I would like to thank Morgan for his advise, his trust in me and my work, his constant presence and availability for resolving doubts or problems, his meticulous sessions of talk rehearsal. He is a clever scientist, a genuine leader and an empathetic person, a very rare combination of characteristic ...
... I would like to thank Morgan for his advise, his trust in me and my work, his constant presence and availability for resolving doubts or problems, his meticulous sessions of talk rehearsal. He is a clever scientist, a genuine leader and an empathetic person, a very rare combination of characteristic ...
Lecture Notes in Quantum Mechanics Doron Cohen
... [2] Digression: The classical description of nature ====== [2.1] The Classical Effect of the Electromagnetic Field The electric field E and the magnetic field B can be derived from the vector potential A and the electric potential V : ...
... [2] Digression: The classical description of nature ====== [2.1] The Classical Effect of the Electromagnetic Field The electric field E and the magnetic field B can be derived from the vector potential A and the electric potential V : ...
Get PDF - OSA Publishing
... E = min(∑ j Pj E j ) where E j is the von Neumann entropy for the density matrix ρ j = |ψ j ihψ j |, and the minimum is taken over all the possible decompositions, which is in general a very challenging task [2, 3]. As a result of this, alternative measures have been proposed, such as the logarithmi ...
... E = min(∑ j Pj E j ) where E j is the von Neumann entropy for the density matrix ρ j = |ψ j ihψ j |, and the minimum is taken over all the possible decompositions, which is in general a very challenging task [2, 3]. As a result of this, alternative measures have been proposed, such as the logarithmi ...
Cabello`s nonlocality for generalized three
... P (D1 , U2 , D3 | + −−) = P (D1 , U2 , D3 | − +−) = 0.5, P (D1 , D2 , U3 | + −+) = P (D1 , D2 , U3 | − ++) = 0.5, P (D1 , D2 , D3 | + −−) = P (D1 , D2 , D3 | − +−) = 0.5, where only the nonzero probabilities have been written out. It is important to notice that the system of linear equations (18)-(2 ...
... P (D1 , U2 , D3 | + −−) = P (D1 , U2 , D3 | − +−) = 0.5, P (D1 , D2 , U3 | + −+) = P (D1 , D2 , U3 | − ++) = 0.5, P (D1 , D2 , D3 | + −−) = P (D1 , D2 , D3 | − +−) = 0.5, where only the nonzero probabilities have been written out. It is important to notice that the system of linear equations (18)-(2 ...
q -entropies and the entanglement dynamics of two-qubits interacting with an... 408 A. Hamadou-Ibrahim et al.
... quantum phenomena that lie at the heart of the present understanding of the fabric of Nature [1–4]. There is nowadays wide consensus that entanglement constitutes the most distinctive feature of the quantum mechanical description of the physical world. The multiple manifestations of quantum entangle ...
... quantum phenomena that lie at the heart of the present understanding of the fabric of Nature [1–4]. There is nowadays wide consensus that entanglement constitutes the most distinctive feature of the quantum mechanical description of the physical world. The multiple manifestations of quantum entangle ...
Lecture Notes in Quantum Mechanics Doron Cohen
... oscillators are in the ground state) is called the ”vacuum state”. If a specific oscillator is excited to level n, we say that there are n photons with frequency ω in the system. A similar formalism is used to describe a many particle system. A vacuum state and occupation states are defined. This fo ...
... oscillators are in the ground state) is called the ”vacuum state”. If a specific oscillator is excited to level n, we say that there are n photons with frequency ω in the system. A similar formalism is used to describe a many particle system. A vacuum state and occupation states are defined. This fo ...