Does network topology and structure affect the contagion effect of a collapse of a financial institution in an interbank market? A case study on the Barabási–Albert model, Watts-Strogatz model and Erdős–Rényi model

This report takes inspiration from the 1998 Asian Financial Crisis, and the resulting cascade of insolvencies of banks in Thailand and Russia in the aftermath. We analysed the contagion effect a collapse of a financial institution would have on other financial institutions in an interbank market. Du...

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Main Author: Chew, Wei Jian
Other Authors: Fedor Duzhin
Format: Final Year Project
Language:English
Published: Nanyang Technological University 2021
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Online Access:https://hdl.handle.net/10356/148506
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Institution: Nanyang Technological University
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spelling sg-ntu-dr.10356-1485062023-02-28T23:17:06Z Does network topology and structure affect the contagion effect of a collapse of a financial institution in an interbank market? A case study on the Barabási–Albert model, Watts-Strogatz model and Erdős–Rényi model Chew, Wei Jian Fedor Duzhin School of Physical and Mathematical Sciences FDuzhin@ntu.edu.sg Science::Mathematics::Discrete mathematics Social sciences::Economic theory This report takes inspiration from the 1998 Asian Financial Crisis, and the resulting cascade of insolvencies of banks in Thailand and Russia in the aftermath. We analysed the contagion effect a collapse of a financial institution would have on other financial institutions in an interbank market. Due to the vast difficulties in acquiring real-world data, a theoretical simulation-based approach was favoured. Graph theory is commonly applied to many different fields to investigate different forms of relationships. In an interbank market, nodes represent financial institutions, while the edges represent the lending relationships. Significant negative impact on a bank's collateral could provoke adverse effects on other banks in the network structure. In order to evaluate whether the type of network structure would impact the contagion effect differently, we simulated the collapse of banks in different forms of networks. The following network structures are used for the graphs: the Erdős–Rényi model, the Watts--Strogatz model, and the Barabási–Albert model. We investigate whether the contagion effect differs according to network topology and structure. Empirical evidence suggests that the Barabási–Albert model is more vulnerable to contagion effect in an interbank market with high banking system stability and low debt intolerance, whereas Watts-Strogatz model and Erdős–Rényi model are more likely to have longer-lasting contagion effect in an interbank market with low banking system stability and high debt intolerance. Bachelor of Science in Mathematical Sciences and Economics 2021-04-28T05:16:48Z 2021-04-28T05:16:48Z 2021 Final Year Project (FYP) Chew, W. J. (2021). Does network topology and structure affect the contagion effect of a collapse of a financial institution in an interbank market? A case study on the Barabási–Albert model, Watts-Strogatz model and Erdős–Rényi model. Final Year Project (FYP), Nanyang Technological University, Singapore. https://hdl.handle.net/10356/148506 https://hdl.handle.net/10356/148506 en application/pdf Nanyang Technological University
institution Nanyang Technological University
building NTU Library
continent Asia
country Singapore
Singapore
content_provider NTU Library
collection DR-NTU
language English
topic Science::Mathematics::Discrete mathematics
Social sciences::Economic theory
spellingShingle Science::Mathematics::Discrete mathematics
Social sciences::Economic theory
Chew, Wei Jian
Does network topology and structure affect the contagion effect of a collapse of a financial institution in an interbank market? A case study on the Barabási–Albert model, Watts-Strogatz model and Erdős–Rényi model
description This report takes inspiration from the 1998 Asian Financial Crisis, and the resulting cascade of insolvencies of banks in Thailand and Russia in the aftermath. We analysed the contagion effect a collapse of a financial institution would have on other financial institutions in an interbank market. Due to the vast difficulties in acquiring real-world data, a theoretical simulation-based approach was favoured. Graph theory is commonly applied to many different fields to investigate different forms of relationships. In an interbank market, nodes represent financial institutions, while the edges represent the lending relationships. Significant negative impact on a bank's collateral could provoke adverse effects on other banks in the network structure. In order to evaluate whether the type of network structure would impact the contagion effect differently, we simulated the collapse of banks in different forms of networks. The following network structures are used for the graphs: the Erdős–Rényi model, the Watts--Strogatz model, and the Barabási–Albert model. We investigate whether the contagion effect differs according to network topology and structure. Empirical evidence suggests that the Barabási–Albert model is more vulnerable to contagion effect in an interbank market with high banking system stability and low debt intolerance, whereas Watts-Strogatz model and Erdős–Rényi model are more likely to have longer-lasting contagion effect in an interbank market with low banking system stability and high debt intolerance.
author2 Fedor Duzhin
author_facet Fedor Duzhin
Chew, Wei Jian
format Final Year Project
author Chew, Wei Jian
author_sort Chew, Wei Jian
title Does network topology and structure affect the contagion effect of a collapse of a financial institution in an interbank market? A case study on the Barabási–Albert model, Watts-Strogatz model and Erdős–Rényi model
title_short Does network topology and structure affect the contagion effect of a collapse of a financial institution in an interbank market? A case study on the Barabási–Albert model, Watts-Strogatz model and Erdős–Rényi model
title_full Does network topology and structure affect the contagion effect of a collapse of a financial institution in an interbank market? A case study on the Barabási–Albert model, Watts-Strogatz model and Erdős–Rényi model
title_fullStr Does network topology and structure affect the contagion effect of a collapse of a financial institution in an interbank market? A case study on the Barabási–Albert model, Watts-Strogatz model and Erdős–Rényi model
title_full_unstemmed Does network topology and structure affect the contagion effect of a collapse of a financial institution in an interbank market? A case study on the Barabási–Albert model, Watts-Strogatz model and Erdős–Rényi model
title_sort does network topology and structure affect the contagion effect of a collapse of a financial institution in an interbank market? a case study on the barabási–albert model, watts-strogatz model and erdős–rényi model
publisher Nanyang Technological University
publishDate 2021
url https://hdl.handle.net/10356/148506
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