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[PDF] Top 20 Conditional Independence in Quantum Many Body Systems

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Conditional Independence in Quantum Many Body Systems

Conditional Independence in Quantum Many Body Systems

... have many counterintuitive ...self-correcting quantum memory in ...correcting quantum memory in a strict ...two-dimensional quantum memories at a low ... See full document

117

Tensor networks and geometry for the modelling of disordered quantum many body systems

Tensor networks and geometry for the modelling of disordered quantum many body systems

... are many ways that tensor networks can aid the study of disordered ...is many-body localisation (MBL), the generalisation of Anderson localisation to interacting many-body ... See full document

11

Tensor networks and geometry for the modelling of disordered quantum many body systems

Tensor networks and geometry for the modelling of disordered quantum many body systems

... are many ways that tensor networks can aid the study of disordered ...is many-body localisation (MBL), the generalisation of Anderson localisation to interacting many-body ... See full document

205

Development of Tensor Network Algorithms for Studying Classical and Quantum Many Body Systems

Development of Tensor Network Algorithms for Studying Classical and Quantum Many Body Systems

... On finite lattices, (one-site) DMRG implements the variational principle (energy minimization) by exploiting that the quantum state is a multilinear function of the local tensors. By fixing all but one tensor, the ... See full document

133

The Interplay of Localization and Interactions in Quantum Many Body Systems

The Interplay of Localization and Interactions in Quantum Many Body Systems

... the many-body localization problem and numerically investigate the real- time dynamics of a many-body quasiperiodic ...a many-body localization transition upon the introduction ... See full document

245

Ground state and dynamical properties of many-body systems by non conventional Quantum Monte Carlo algorithms

Ground state and dynamical properties of many-body systems by non conventional Quantum Monte Carlo algorithms

... of Quantum Monte Carlo algorithms to use an optimal kernel form as a Guassian or a Lorentzian, which are good representations of a δ-function with separately tunable center and width, we have found a kernel that, ... See full document

124

Simulation of Strongly Correlated Quantum Many Body Systems

Simulation of Strongly Correlated Quantum Many Body Systems

... We formulate our ansatz for one-dimensional (periodic) chains of anyons. This allows us to numerically test its validity for the golden chain [76] and its relatives [86]. Ultimately, though, it is desirable to find ... See full document

117

Many-body physics and the capacity of quantum channels with memory

Many-body physics and the capacity of quantum channels with memory

... all many-body systems can be solved exactly, or even understood ...the many-body system can be well understood, the computation of the limit (6) may still be difficult, and may depend ... See full document

33

Quantum trajectories and open many-body quantum systems

Quantum trajectories and open many-body quantum systems

... open quantum systems - microscopic systems exhibiting quantum coherence that are coupled to their environment - has become increasingly important in the past years, as the ability to control ... See full document

66

Efficient tomography of a quantum many-body system

Efficient tomography of a quantum many-body system

... small quantum systems in the laboratory [1]. Its application to systems with more than a few constituents ...precisely-controllable quantum systems that are well beyond the reach of QST ... See full document

23

Mathematical Results on Quantum Many body Physics

Mathematical Results on Quantum Many body Physics

... microscopic quantum particles is at the heart of some of the most striking phenomena in condensed- matter physics such as Bose-Einstein condensation and ...realistic many-body systems, it is ... See full document

197

Numerical Methods for Many-Body Quantum Dynamics

Numerical Methods for Many-Body Quantum Dynamics

... a many-body system can also be taken out of equilibrium via periodic (Floquet) driving—a strategy which has received recent attention in the context of novel Floquet phases of matter [38, 56, 110, 116, 138, ... See full document

186

Quantum Steampunk: Quantum Information, Thermodynamics, Their Intersection, and Applications Thereof Across Physics

Quantum Steampunk: Quantum Information, Thermodynamics, Their Intersection, and Applications Thereof Across Physics

... in quantum many-body systems ...represent quantum states as phase- space distributions represent statistical-mechanical states ...underlying quantum-computation speedups [15– ... See full document

257

Surviving Quantum Chaos: Weak Thermalization, Prethermalization and Quantum Many Body Scar States

Surviving Quantum Chaos: Weak Thermalization, Prethermalization and Quantum Many Body Scar States

... of many-body systems at low (but finite) temperatures by approximating the low-energy spectrum as a gas of non-interacting ...studying quantum dynamics of states at low (but finite) energy ... See full document

213

Probing quantum many-body dynamics in nuclear systems

Probing quantum many-body dynamics in nuclear systems

... Nuclear systems are interesting examples of many- body systems where up to about 500 nucleons (in the case of actinide collisions) may ...nuclear systems special to test quantum ... See full document

8

Level and width statistics of the open many-body systems

Level and width statistics of the open many-body systems

... To begin with, N. Bohr’s compound nuclear picture[1], which tried to explain the narrow widths of the neutron resonances, implies the chaotic motion of the nucleons in the nuclei. In the 50’s, Wigner’s random matrix ... See full document

9

Slow Drive of Many-Body Localized Systems

Slow Drive of Many-Body Localized Systems

... Literature The central concept of this work is Many-Body Localization (MBL) - a property of quantum-mechanical many-body systems. The original work (An- derson, 1958) posed a ... See full document

124

QUANTUM MECHANICS WORK

QUANTUM MECHANICS WORK

... Exact solutions for the ground state of 1D two-component Fermi liquids are available in the absence of axial confinement, based on bosonization and the Bogoliubov transformation. We have lately fo- cused on exposing the ... See full document

14

Many-body localization in periodically driven systems

Many-body localization in periodically driven systems

... disordered many-body systems with periodic time-dependent Hamiltonians in one spatial ...a many-body localized (MBL) phase, in which almost all eigenstates have area-law entanglement ... See full document

11

Many-body Quantum Reaction Dynamics near the Fusion Barrier

Many-body Quantum Reaction Dynamics near the Fusion Barrier

... The quantum nature of many-body nuclear systems, and of their interactions, plays a dominant role in determining outcomes of nuclear collisions at energies near the fusion ...expect ... See full document

10

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