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Modeliranje kreditnega tveganja : delo diplomskega seminarja
ID Gartner, Žiga (Author), ID Perman, Mihael (Mentor) More about this mentor... This link opens in a new window

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Abstract
Upravljanje s tveganji je ena od ključnih predpostavk za dolgoročni obstoj finančnih institucij. Kreditno tveganje, tj. tveganje izgube ali neugodne spremembe v finančnem položaju podjetij, zaradi nihanj v finančnem položaju nasprotnih strank in dolžnikov, ki so jim podjetja izpostavljena, je ena od večjih skupin tveganj, ki so jim izpostavljene zavarovalnice in banke. V diplomski nalogi si bomo ogledali direktivo Solventnost 2 in sporazum Basel 3, ki v zavarovalniškem in bančnem tveganju urejata upravljanje s tveganji. Poleg tega bomo predstavili modele za ovrednotenje tveganja nasprotne stranke, preverili ali obstaja kakšna optimalna prerazporeditev izpostavljenosti za minimiziranje kapitalskega pribitka tveganja nasprotne stranke, ter ovrednotili kreditno tveganje v praktičnem primeru.

Language:Slovenian
Keywords:kreditno tveganje, Ter Bergov model, funkcija šoka, izpostavljenost tveganju, Solventnost II, Basel III
Work type:Final seminar paper
Typology:2.11 - Undergraduate Thesis
Organization:FMF - Faculty of Mathematics and Physics
Year:2023
PID:20.500.12556/RUL-150443 This link opens in a new window
UDC:519.8
COBISS.SI-ID:164741891 This link opens in a new window
Publication date in RUL:17.09.2023
Views:872
Downloads:69
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Secondary language

Language:English
Title:Credit risk modelling
Abstract:
Risk management is one of the key prerequisites for the stability of financial institutions. Credit risk, that is the risk of loss or risk of negative change in financial position of a company, caused by fluctuations in financial positions of its counterparties or lenders, is one of the more important groups of risk for insurance companies and banks. In this thesis, we will describe the Solvency 2 Directive in the insurance sector and the Basel 3 Accord in the banking sector. In addition, we will analyse the corresponding counterparty credit risk models and determine if there exists an optimal portfolio of credit risk exposures for credit risk minimisation. Lastly, we will demonstrate a counterparty credit risk calculation in a practical case.

Keywords:credit risk, Ter Berg’s model, shock function, risk exposure, Solvency II, Basel III

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