Results 11 to 20 of about 3,589,847 (248)
Correlations for computation and computation for correlations [PDF]
AbstractQuantum correlations are central to the foundations of quantum physics and form the basis of quantum technologies. Here, our goal is to connect quantum correlations and computation: using quantum correlations as a resource for computation—and vice versa, using computation to test quantum correlations.
Bülent Demirel+4 more
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Correlations of equity returns have varied substantially over time and remain a source of continuing policy debate. This paper studies stock market correlations in an equilibrium model with heterogeneous risk aversion. In the model, preference heterogeneity causes variations in the volatility of aggregate risk aversion from good to bad states.
Ehling, P, Heyerdahl-Larsen, C
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We consider the following clustering problem: we have a complete graph on n vertices (items), where each edge (u, v) is labeled either + or – depending on whether u and v have been deemed to be similar or different. The goal is to produce a partition of the vertices (a clustering) that agrees as much as possible with the edge labels. That is, we want a
Shuchi Chawla, Avrim Blum, Nikhil Bansal
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Correlation scenarios and correlation stress testing [PDF]
We develop a general approach for stress testing correlations of financial asset portfolios. The correlation matrix of asset returns is specified in a parametric form, where correlations are represented as a function of risk factors, such as country and industry factors.
Natalie Packham+2 more
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On fits to correlated and auto-correlated data
Published by North Holland Publ.
Mattia Bruno, Rainer Sommer
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Increasingly researchers are looking to bring together perspectives across multiple scales, or to combine insights from different techniques, for the same region of interest. To this end, correlative microscopy has already yielded substantial new insights in two dimensions (2D).
Burnett, TL+11 more
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Correlated Initialization for Correlated Data [PDF]
Spatial data exhibits the property that nearby points are correlated. This also holds for learnt representations across layers, but not for commonly used weight initialization methods. Our theoretical analysis quantifies the learning behavior of weights of a single spatial filter.
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Quantum Correlation without Classical Correlations [PDF]
4 pages, no figures; v2: presentation improved, results unchanged, published ...
Kaszlikowski, D.+4 more
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