Modelling multidisciplinary causes of the Greek crisis: a conceptual analysis
In: Economic issues, problems and perspectives
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In: Economic issues, problems and perspectives
In: Economics collection
Liquidity involves the degree to which an asset can be bought or sold in the market without affecting its price. The 2007 to 2009 financial crisis was characterized by a decrease in liquidity and necessitated the introduction of Basel III capital and liquidity regulation in 2010. In this book, we apply such regulation on a broad cross-section of countries in order to understand and demonstrate the implications of Basel III. This book summarizes the defining features of the Basel I, II, and III Accords and their perceived shortcomings as well as the role of the Basel Committee on Banking Supervision (BCBS) in promulgating international banking regulation. In addition, we compare the accords in terms of their ability to determine the capital adequacy of banks and assign risk-weights to assets.
As a result of the new regulatory prescripts for banks, known as the Basel II Capital Accord, there has been a heightened interest in the auditing process. Our paper considers this issue with a particular emphasis on the auditing of reserves, assets and capital in both a random and non-random framework. The analysis relies on the stochastic dynamic modeling of banking items such as loans, reserves, Treasuries, outstanding debts, bank capital and government subsidies. In this regard, one of the main novelties of our contribution is the establishment of optimal bank reserves and a rate of depository consumption that is of importance during an (random) audit of the reserve requirements. Here the specific choice of a power utility function is made in order to obtain an analytic solution in a Lévy process setting. Furthermore, we provide explicit formulas for the shareholder default and regulator closure rules, for the case of a Poisson-distributed random audit. A property of these rules is that they define the standard for minimum capital adequacy in an implicit way. In addition, we solve an optimal auditing time problem for the Basel II capital adequacy requirement by making use of Lévy process-based models. This result provides information about the optimal timing of an internal audit when the ambient value of the capital adequacy ratio is taken into account and the bank is able to choose the time at which the audit takes place. Finally, we discuss some of the economic issues arising from the analysis of the stochastic dynamic models of banking items and the optimization procedure related to the auditing process
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