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Institution

National Research University – Higher School of Economics

EducationMoscow, Russia
About: National Research University – Higher School of Economics is a education organization based out in Moscow, Russia. It is known for research contribution in the topics: Population & Computer science. The organization has 12873 authors who have published 23376 publications receiving 256396 citations.


Papers
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Journal ArticleDOI
TL;DR: In this article, the authors investigate single and multi-photon detection regimes of superconducting nanowire detectors embedded in silicon nitride nanophotonic circuits and propose a theoretical model to determine the different detection regimes and calculate the corresponding internal quantum efficiency.
Abstract: We investigate single- and multi-photon detection regimes of superconducting nanowire detectors embedded in silicon nitride nanophotonic circuits. At near-infrared wavelengths, simultaneous detection of up to three photons is observed for 120 nm wide nanowires biased far from the critical current, while narrow nanowires below 100 nm provide efficient single photon detection. A theoretical model is proposed to determine the different detection regimes and to calculate the corresponding internal quantum efficiency. The predicted saturation of the internal quantum efficiency in the single photon regime agrees well with plateau behavior observed at high bias currents.

47 citations

Journal ArticleDOI
TL;DR: This article examined commonalities and differences in the value theories proposed by Ronald Inglehart and Shalom Schwartz, and showed that Schwartz's Embeddedness versus Autonomy dimension tends to lie at the diagonal of the Inglhart Cultural Map of the World, suggesting that in order to be autonomous/open, individuals need to have both self-expressive and secular rational values, whereas being embedded /conservative involves both traditional and survival values.
Abstract: This article examines commonalities and differences in the value theories proposed by Ronald Inglehart and Shalom Schwartz. A systematic review of previous findings was conducted. Then, we showed, with a joint multidimensional scaling (MDS) analysis, that Schwartz’s Embeddedness versus Autonomy dimension tends to lie at the diagonal of the Inglehart Cultural Map of the World, suggesting that in order to be autonomous/open, individuals need to have both self-expressive and secular-rational values, whereas being embedded /conservative involves both traditional and survival values. Two distinct regions of Schwartz’s values (one at each level) which are missed by Inglehart’s instrument were identified. At the same time, an MDS plot revealed that, at the individual level, Inglehart’s Survival values are not captured by the Schwartz’s items included. The obtained structures at the two levels of analysis were shown to be remarkably similar (Tucker’s Φ > .90).

47 citations

Journal ArticleDOI
TL;DR: A theoretical framework able to answer the general polymer dynamics question of the folded organization of chromosomes on the local dynamics is described and a scaling analysis of the stress-propagation time between two loci at a given arclength distance along the chromosomal coordinate is provided.
Abstract: Chromosomes are key players of cell physiology, their dynamics provides valuable information about its physical organization. In both prokaryotes and eukaryotes, the short-time motion of chromosomal loci has been described with a Rouse model in a simple or viscoelastic medium. However, little emphasis has been put on the influence of the folded organization of chromosomes on the local dynamics. Clearly, stress propagation, and thus dynamics, must be affected by such organization, but a theory allowing us to extract such information from data, e.g., on two-point correlations, is lacking. Here, we describe a theoretical framework able to answer this general polymer dynamics question. We provide a scaling analysis of the stress-propagation time between two loci at a given arclength distance along the chromosomal coordinate. The results suggest a precise way to assess folding information from the dynamical coupling of chromosome segments. Additionally, we realize this framework in a specific model of a polymer whose long-range interactions are designed to make it fold in a fractal way and immersed in a medium characterized by subdiffusive fractional Langevin motion with a tunable scaling exponent. This allows us to derive explicit analytical expressions for the correlation functions.

47 citations

Posted Content
TL;DR: The authors found that a lack of human capital and privately owned assets affects the support for revising privatization primarily via a preference for state property over private property; whereas transition-related hardships influence support for restoring privatization via both a preference to state property and concerns about the illegitimacy of privatization.
Abstract: A 2006 survey of 28,000 individuals in 28 post-communist countries reveals overwhelming support for revising privatization, but also that most respondents prefer to leave firms in private hands. We test whether individuals support revising privatization primarily due to a preference for state property or due to concerns about the legitimacy of privatization. We find that a lack of human capital and privately owned assets affects the support for revising privatization primarily via a preference for state property over private property; whereas transition-related hardships influence support for revising privatization via both a preference for state property and concerns about the illegitimacy of privatization. These results suggest the value of analyses that not only link respondent traits with support for policy, but that also probe the motivations that underpin this support.

47 citations

Journal ArticleDOI
TL;DR: Two SD-based reformulations of a class of bilevel linear integer programs as equivalent linear mixed-integer programs (linear MIPs) are described where the key idea is to exploit the binary expansion of upper-level integer variables.
Abstract: We consider reformulations of a class of bilevel linear integer programs as equivalent linear mixed-integer programs (linear MIPs). The most common technique to reformulate such programs as a single-level problem is to replace the lower-level linear optimization problem by Karush–Kuhn–Tucker (KKT) optimality conditions. Employing the strong duality (SD) property of linear programs is an alternative method to perform such transformations. In this note, we describe two SD-based reformulations where the key idea is to exploit the binary expansion of upper-level integer variables. We compare the performance of an off-the-shelf MIP solver with the SD-based reformulations against the KKT-based one and show that the SD-based approaches can lead to orders of magnitude reduction in computational times for certain classes of instances.

47 citations


Authors

Showing all 13307 results

NameH-indexPapersCitations
Rasmus Nielsen13555684898
Matthew Jones125116196909
Fedor Ratnikov123110467091
Kenneth J. Arrow113411111221
Wil M. P. van der Aalst10872542429
Peter Schmidt10563861822
Roel Aaij98107144234
John W. Berry9735152470
Federico Alessio96105442300
Denis Derkach96118445772
Marco Adinolfi9583140777
Michael Alexander9588138749
Alexey Boldyrev9443932000
Shalom H. Schwartz9422067609
Richard Blundell9348761730
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Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
2023129
2022586
20212,478
20203,025
20192,590
20182,259