Examples of using Density matrix in English and their translations into Spanish
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The Renyi entanglement entropies S α{\displaystyle{\mathcal{S}}_{\alpha}} are also defined in terms of the reduced density matrices, and a Renyi index α≥ 0{\displaystyle\alpha\geq 0.
depending on how the fibre scaffold is laid up and the quality/density of the matrix filler.
MATRIX density, elasticity and shine to counteract the aging of the hair.
The density matrix is also a crucial tool in quantum decoherence theory.
A density matrix is by definition positive semidefinite.
The density matrix operator may also be realized in phase space.
In general, a quantum state is described by a density matrix.
The density matrix renormalization group and matrix product states,
The density matrix is the quantum-mechanical analogue to a phase-space probability measure(probability distribution of position
The density matrix is especially useful for mixed states, because any state, pure or mixed, can be characterized by a single density matrix.
In practice, the terms density matrix and density operator are often used interchangeably.
Therefore, for a J 1{\displaystyle J=1} system, its density matrix must have quadrupole components.
tractable theoretical example for applying Density Matrix Renormalisation.
The Rényi entropy as well as von Neumann entropy in quantum physics are not observables since they depend nonlinearly on the density matrix.
The candidate ground state that has been found is projected into the Hilbert subspace for each block using a density matrix, hence the name.
Von Neumann introduced the density matrix in the context of states
The density matrix was introduced,
The density matrix formalism was developed to extend the tools of classical statistical mechanics to the quantum domain.
Let ρ be a density matrix acting on a Hilbert space H A{\displaystyle H_{A}} of finite dimension n.