Signatures of the Correlated‐Hopping Interaction in Non‐Linear Transport Through a Quantum Dot
Non‐linear thermoelectric transport through a quantum dot is studied, in order to elucidate the signatures of so‐called correlated hopping. The line shapes of the differential conductance and the Seebeck coefficient as functions of gate voltage are clear indicators of this important interaction term.
Ulrich Eckern, Karol I. Wysokiński
wiley +1 more source
Non-commutative L p spaces and Grassmann stochastic analysis. [PDF]
De Vecchi F+3 more
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Statistical Link Between Bell Nonlocality and Uncertainty Relations in Quantum Mechanics
Bell nonlocality and uncertainty principle are two distinguished features in quantum mechanics from classical physics. In this work, it is showed the interplay between these two quantum properties. The upper bound of nonlocal correlation strength is determined by accumulation of all local measurement uncertainty, which means that more Bell nonlocality ...
Li‐Yi Hsu
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Cross-country inequalities in the epidemiology of chronic kidney disease due to type 2 diabetes mellitus, 1990-2021: findings from the global burden of disease study 2021. [PDF]
Shan S+9 more
europepmc +1 more source
Inequalities for scalar-valued linear operators that extend to their vector-valued analogues
Kenneth F. Andersen
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On the system of linear inequalities
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Analytical Solutions of the Driven Time‐Dependent Jaynes–Cummings Model
Following the great strides made in the last decade towards the control and tunability of physical parameters in cavity quantum electrodynamics, this study presents new solutions to the dynamics of the time‐dependent Jaynes–Cummings model with variable external classical fields acting on the two‐level system and the quantized field mode.
Antonio Vidiella‐Barranco+5 more
wiley +1 more source
Some new QEC MDS codes with large minimum distance. [PDF]
Li L, Tian F, Cao Z, Liu L.
europepmc +1 more source
Stability of the linear inequality method for rational Chebyshev approximation
Charles B. Dunham
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On infinite systems of linear inequalities
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