FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W3174202430> ?p ?o ?g. }

• W3174202430 abstract "We study the transport properties of generic out-of-equilibrium quantum systems connected to fermionic reservoirs. We develop a new method, based on an expansion of the current in terms of the inverse system size and out of equilibrium formulations such as the Keldysh technique and the Meir-Wingreen formula. Our method allows a simple and compact derivation of the current for a large class of systems showing diffusive/ohmic behavior. In addition, we obtain exact solutions for a large class of quantum stochastic Hamiltonians (QSHs) with time and space dependent noise, using a self consistent Born diagrammatic method in the Keldysh representation. We show that these QSHs exhibit diffusive regimes which are encoded in the Keldysh component of the single particle Green's function. The exact solution for these QSHs models confirms the validity of our system size expansion ansatz, and its efficiency in capturing the transport properties. We consider in particular three fermionic models: i) a model with local dephasing ii) the quantum simple symmetric exclusion process model iii) a model with long-range stochastic hopping. For i) and ii) we compute the full temperature and dephasing dependence of the conductance of the system, both for two- and four-points measurements. Our solution gives access to the regime of finite temperature of the reservoirs which could not be obtained by previous approaches. For iii), we unveil a novel ballistic-to-diffusive transition governed by the range and the nature (quantum or classical) of the hopping. As a by-product, our approach equally describes the mean behavior of quantum systems under continuous measurement." @default.
• W3174202430 created "2021-07-05" @default.
• W3174202430 creator A5000480954 @default.
• W3174202430 creator A5024987197 @default.
• W3174202430 creator A5037104162 @default.
• W3174202430 creator A5061734554 @default.
• W3174202430 date "2022-02-11" @default.
• W3174202430 modified "2023-10-15" @default.
• W3174202430 title "Exact description of quantum stochastic models as quantum resistors" @default.
• W3174202430 cites W1605950061 @default.
• W3174202430 cites W1635369228 @default.
• W3174202430 cites W1662373048 @default.
• W3174202430 cites W1965255584 @default.
• W3174202430 cites W1974623591 @default.
• W3174202430 cites W1986168108 @default.
• W3174202430 cites W1988703975 @default.
• W3174202430 cites W2002078856 @default.
• W3174202430 cites W2008532840 @default.
• W3174202430 cites W2009961143 @default.
• W3174202430 cites W2013073424 @default.
• W3174202430 cites W2015683881 @default.
• W3174202430 cites W2016039598 @default.
• W3174202430 cites W2018239548 @default.
• W3174202430 cites W2019656110 @default.
• W3174202430 cites W2020050358 @default.
• W3174202430 cites W2024308312 @default.
• W3174202430 cites W2026237872 @default.
• W3174202430 cites W2027437004 @default.
• W3174202430 cites W2032839191 @default.
• W3174202430 cites W2058662154 @default.
• W3174202430 cites W2060287714 @default.
• W3174202430 cites W2066203383 @default.
• W3174202430 cites W2069665899 @default.
• W3174202430 cites W2081317485 @default.
• W3174202430 cites W2084265277 @default.
• W3174202430 cites W2086612234 @default.
• W3174202430 cites W2087496472 @default.
• W3174202430 cites W2091220522 @default.
• W3174202430 cites W2099265531 @default.
• W3174202430 cites W2127668565 @default.
• W3174202430 cites W2160043413 @default.
• W3174202430 cites W2221260956 @default.
• W3174202430 cites W2241080994 @default.
• W3174202430 cites W2343965582 @default.
• W3174202430 cites W2460405356 @default.
• W3174202430 cites W2460615089 @default.
• W3174202430 cites W2527350448 @default.
• W3174202430 cites W2588639354 @default.
• W3174202430 cites W2620407091 @default.
• W3174202430 cites W2626897920 @default.
• W3174202430 cites W2735457220 @default.
• W3174202430 cites W2735557989 @default.
• W3174202430 cites W2783095677 @default.
• W3174202430 cites W2794455403 @default.
• W3174202430 cites W2806701765 @default.
• W3174202430 cites W2811494431 @default.
• W3174202430 cites W2822188753 @default.
• W3174202430 cites W2890714528 @default.
• W3174202430 cites W2891121764 @default.
• W3174202430 cites W2893576828 @default.
• W3174202430 cites W2901700660 @default.
• W3174202430 cites W2902552188 @default.
• W3174202430 cites W2904361085 @default.
• W3174202430 cites W2919141620 @default.
• W3174202430 cites W2921469290 @default.
• W3174202430 cites W2935135137 @default.
• W3174202430 cites W2964237976 @default.
• W3174202430 cites W2994992191 @default.
• W3174202430 cites W2996198195 @default.
• W3174202430 cites W3000153177 @default.
• W3174202430 cites W3009149287 @default.
• W3174202430 cites W3009637772 @default.
• W3174202430 cites W3014767493 @default.
• W3174202430 cites W3016430050 @default.
• W3174202430 cites W3020845437 @default.
• W3174202430 cites W3028318299 @default.
• W3174202430 cites W3034305475 @default.
• W3174202430 cites W3036191589 @default.
• W3174202430 cites W3037878238 @default.
• W3174202430 cites W3080791397 @default.
• W3174202430 cites W3081945693 @default.
• W3174202430 cites W3088107960 @default.
• W3174202430 cites W3098673762 @default.
• W3174202430 cites W3098758367 @default.
• W3174202430 cites W3099457083 @default.
• W3174202430 cites W3099794134 @default.
• W3174202430 cites W3101257239 @default.
• W3174202430 cites W3101741778 @default.
• W3174202430 cites W3101777711 @default.
• W3174202430 cites W3102184364 @default.
• W3174202430 cites W3102895408 @default.
• W3174202430 cites W3102911478 @default.
• W3174202430 cites W3103832819 @default.
• W3174202430 cites W3103855590 @default.
• W3174202430 cites W3103999694 @default.
• W3174202430 cites W3104804852 @default.
• W3174202430 cites W3104891852 @default.
• W3174202430 cites W3111231459 @default.
• W3174202430 cites W3124451507 @default.
• W3174202430 cites W3124865190 @default.

• next