Time Evolution of Non-linear Currency Networks
Pawe{\l} Fiedor, Artur Ho{\l}da

TL;DR
This paper introduces a method to analyze currency networks over time using non-linear dependence measures and short-term windows, revealing dynamic structural changes in currency relationships from 2002 to 2013.
Contribution
It develops a novel approach combining non-linear dependence measures with a moving window technique to study the evolution of currency networks over time.
Findings
Networks show significant temporal variation in structure.
Degree distributions correlate with economic events.
Non-linear measures capture relationships missed by linear methods.
Abstract
Financial markets are complex adaptive systems, and are commonly studied as complex networks. Most of such studies fall short in two respects: they do not account for non-linearity of the studied relationships, and they create one network for the whole studied time series, providing an average picture of a very long, economically non-homogeneous, period. In this study we look at the currency markets by creating networks which can account for non-linearity in the underlying relationships, and are based on short time horizons with the use of running window approach. Since information--theoretic measures are slow to converge, we use Hirschfeld-Gebelein-Renyi Maximum Correlation Coefficient as a measure of the relationships between currencies. We use the Randomized Dependence Coefficient (RDC) as an estimator of the above. It measures the dependence between random samples as the largest…
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Taxonomy
TopicsComplex Systems and Time Series Analysis · Complex Network Analysis Techniques · Theoretical and Computational Physics
