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Quantum Bohmian Inspired Potential to Model Non-Gaussian Events and the Application in Financial Markets
Using the framework of quantum mechanics, we then examine the role of $\lambda$ in quantum potentials derived for these time series.
Financial Crisis in the Framework of Non-zero Temperature Balance Theory
The resistance of the ordered structure against applying a disorder (temperature) can measure the crisis strength and determine the temperature at which the network transits.
Stability of Imbalanced Triangles in Gene Regulatory Networks of Cancerous and Normal Cells
Here we focus on a particular of motifs in the GRN, the triangles, which are imbalanced if the number of negative interactions are odd.
Analysis of the Global Banking Network by Random Matrix Theory
Also, by considering the collective behavior of the system and comparing it with the shuffled one, we can see that this network obtains a specific structure.
Mapping Coupled Time-series Onto Complex Network
In order to extract hidden joint information from two possibly uncorrelated time-series, we explored the measures of network science.
Scaling Features of Price-Volume Cross-Correlation
To explore the influence of investment size (trading volume), price-wise (gain/loss), and time-scale effects, we analyzed the price and trading volume and their coupling by applying the MF-DXA method.
