Basel II - An Overview
8 chapters
Learn comprehensive approaches to financial risk assessment. Master risk measurement and management techniques.
8 chapters
10 chapters

7 chapters
6 chapters
8 chapters
6 chapters
7 chapters

6 chapters

17 chapters

12 chapters
7 chapters
11 chapters
17 chapters

15 chapters
8 chapters
8 chapters
7 chapters
6 chapters
8 chapters
November 10, 2021 · Chapter
November 10, 2021 · Chapter
November 10, 2021 · Chapter
November 19, 2019 · Chapter
November 12, 2019 · Chapter
October 29, 2019
September 29, 2016
September 27, 2016
July 4, 2014 · Chapter
July 4, 2014 · Chapter
July 4, 2014 · Chapter
July 4, 2014 · Chapter
July 4, 2014 · Chapter
June 15, 2014 · Chapter
June 15, 2014 · Chapter
June 15, 2014 · Chapter
June 12, 2014 · Chapter
June 12, 2014 · Chapter
June 11, 2014 · Chapter
June 11, 2014 · Chapter
June 11, 2014 · Chapter
June 11, 2014 · Chapter
June 11, 2014 · Chapter
October 16, 2013 · Chapter
October 16, 2013 · Chapter
October 16, 2013 · Chapter
July 9, 2013
April 18, 2013
April 18, 2013
April 5, 2013 · Chapter
April 4, 2013 · Chapter
April 4, 2013 · Chapter
April 4, 2013 · Chapter
April 3, 2013 · Chapter
April 3, 2013 · Chapter
April 3, 2013 · Chapter
March 22, 2013 · Chapter
March 22, 2013 · Chapter
March 22, 2013 · Chapter
March 21, 2013 · Chapter
March 21, 2013 · Chapter
March 21, 2013 · Chapter
March 21, 2013 · Chapter
March 20, 2013 · Chapter
March 20, 2013 · Chapter
March 19, 2013 · Chapter
March 19, 2013 · Chapter
March 19, 2013 · Chapter
March 14, 2013 · Chapter
March 14, 2013 · Chapter
March 14, 2013 · Chapter
March 14, 2013 · Chapter
March 13, 2013 · Chapter
March 11, 2013 · Chapter
March 8, 2013
March 7, 2013
March 7, 2013
March 6, 2013 · Chapter
March 6, 2013
March 5, 2013
March 5, 2013
March 5, 2013
March 5, 2013
February 1, 2013
January 27, 2013
January 22, 2013 · Chapter
January 13, 2013
December 26, 2012
December 24, 2012
December 11, 2012 · Chapter
December 11, 2012 · Chapter
November 26, 2012 · Chapter
November 21, 2012
November 21, 2012 · Chapter
November 16, 2012 · Chapter
November 16, 2012 · Chapter
November 16, 2012 · Chapter
November 12, 2012
October 29, 2012 · Chapter
October 28, 2012 · Chapter
October 24, 2012 · Chapter
October 22, 2012 · Chapter
October 22, 2012
October 21, 2012 · Chapter
October 21, 2012 · Chapter
October 19, 2012 · Chapter
October 19, 2012 · Chapter
October 19, 2012 · Chapter
October 19, 2012 · Chapter
October 19, 2012 · Chapter
October 16, 2012 · Chapter
October 16, 2012 · Chapter
October 11, 2012 · Chapter
October 11, 2012 · Chapter
October 8, 2012 · Chapter
October 7, 2012 · Chapter
October 5, 2012
October 5, 2012
September 27, 2012
September 26, 2012
September 25, 2012 · Chapter
September 24, 2012
September 23, 2012
September 23, 2012
September 21, 2012
September 21, 2012
September 21, 2012 · Chapter
September 21, 2012
September 20, 2012 · Chapter
September 20, 2012 · Chapter
September 18, 2012
September 18, 2012 · Chapter
September 18, 2012 · Chapter
September 17, 2012 · Chapter
September 14, 2012 · Chapter
September 12, 2012 · Chapter
September 12, 2012 · Chapter
September 12, 2012 · Chapter
September 10, 2012 · Chapter
September 9, 2012 · Chapter
September 4, 2012 · Chapter
September 4, 2012 · Chapter
September 3, 2012 · Chapter
September 2, 2012 · Chapter
September 2, 2012 · Chapter
August 31, 2012 · Chapter
August 24, 2012 · Chapter
August 24, 2012
August 24, 2012 · Chapter
August 21, 2012
August 21, 2012 · Chapter
August 21, 2012 · Chapter
August 20, 2012 · Chapter
August 20, 2012 · Chapter
August 20, 2012
August 20, 2012 · Chapter
August 20, 2012
August 19, 2012 · Chapter
August 19, 2012 · Chapter
August 19, 2012 · Chapter
August 19, 2012 · Chapter
August 19, 2012 · Chapter
August 17, 2012 · Chapter
August 17, 2012 · Chapter
August 17, 2012 · Chapter
August 17, 2012 · Chapter
August 16, 2012 · Chapter
August 16, 2012 · Chapter
August 16, 2012 · Chapter
August 16, 2012 · Chapter
August 15, 2012 · Chapter
August 15, 2012 · Chapter
August 14, 2012 · Chapter
August 14, 2012 · Chapter
August 14, 2012 · Chapter
August 14, 2012 · Chapter
August 14, 2012 · Chapter
August 13, 2012 · Chapter
August 13, 2012 · Chapter
August 13, 2012 · Chapter
August 10, 2012 · Chapter
August 10, 2012 · Chapter
August 9, 2012 · Chapter
July 5, 2012
April 27, 2012 · Chapter
April 27, 2012 · Chapter
April 26, 2012 · Chapter
April 25, 2012 · Chapter
April 25, 2012 · Chapter
April 24, 2012 · Chapter
April 24, 2012 · Chapter
April 24, 2012 · Chapter
April 23, 2012 · Chapter
April 23, 2012 · Chapter
April 23, 2012 · Chapter
April 23, 2012 · Chapter
April 22, 2012
April 22, 2012
April 22, 2012
February 24, 2012
February 22, 2012 · Chapter
February 22, 2012 · Chapter
February 21, 2012 · Chapter
February 21, 2012 · Chapter
February 21, 2012 · Chapter
February 19, 2012 · Chapter
February 19, 2012 · Chapter
February 19, 2012 · Chapter
February 18, 2012 · Chapter
February 18, 2012 · Chapter
February 17, 2012 · Chapter
February 16, 2012 · Chapter
February 16, 2012 · Chapter
February 16, 2012 · Chapter
February 16, 2012 · Chapter
February 15, 2012 · Chapter
February 15, 2012 · Chapter
January 27, 2012 · Chapter
January 26, 2012 · Chapter
January 2, 2012 · Chapter
December 20, 2011
November 14, 2011
September 2, 2011
September 1, 2011
August 8, 2011
August 3, 2011
May 17, 2011 · Chapter
It is practically impossible to accurately predict the recovery rates. There are various factors that will affect the recovery rates of a defaulted loan.
May 17, 2011 · Chapter
Most of the people use the beta distribution to model recovery rates. In probability theory and statistics, the beta distribution is a family of continuous probability distributions defined on the interval (0, 1) parameterized by two positive shape parameters, typically denoted by alpha and beta.
May 16, 2011 · Chapter
While the terms expected loss and unexpected loss are commonly used in risk management, it is important to have a clear understanding of what they actually mean.
May 16, 2011 · Chapter
In order to understand default risk, we will analyze the its key components: Default arrival, exposure at default, and loss given default.
May 16, 2011 · Chapter
The recovery rates are a crucial element for calculating credit risk. The loss given default of an asset or a portfolio is calculated as 1 minus the recovery rate.
May 13, 2011 · Chapter
Default risk can be defined as the risk that the counterparty to a transaction does not honour its obligation. Default could be both in terms on monetary and non-monetary terms, and it's a part of every transaction.
December 3, 2010
December 3, 2010
December 1, 2010
October 21, 2010 · Chapter
October 21, 2010 · Chapter
October 20, 2010 · Chapter
October 20, 2010 · Chapter
October 20, 2010 · Chapter
October 19, 2010 · Chapter
October 18, 2010 · Chapter
October 18, 2010 · Chapter
October 17, 2010 · Chapter
October 15, 2010 · Chapter
October 15, 2010 · Chapter
October 14, 2010 · Chapter
October 14, 2010 · Chapter
October 4, 2010 · Chapter
October 4, 2010 · Chapter
October 3, 2010 · Chapter
September 30, 2010 · Chapter
August 19, 2010 · Chapter
August 11, 2010 · Chapter
August 11, 2010 · Chapter
August 6, 2010
August 6, 2010
August 5, 2010 · Chapter
August 3, 2010 · Chapter
August 2, 2010 · Chapter
August 1, 2010 · Chapter
July 31, 2010 · Chapter
July 26, 2010 · Chapter
July 24, 2010
July 19, 2010 · Chapter
Computing VaR with Monte Carlo Simulations very similar to Historical Simulations. The main difference lies in the first step of the algorithm – instead of using the historical data for the price (or returns) of the asset and assuming that this return (or price) can re-occur in the next time interval, we generate a random number that will be used to estimate the return (or price) of the asset at the end of the analysis horizon.
July 19, 2010 · Chapter
In the previous post, we learned the algorithm to compute VaR using Monte Carlo Simulation. Let us compute VaR for one share to illustrate the algorithm. We apply the algorithm to compute the monthly VaR for one stock. We will only consider the share price and thus work with the assumption we have only one share in our portfolio. Therefore the value of the portfolio corresponds to the value of one share.
July 11, 2010 · Chapter
The fundamental assumption of the Historical Simulations methodology is that you base your results on the past performance of your portfolio and make the assumption that the past is a good indicator of the near-future. The below algorithm illustrates the straightforwardness of this methodology. It is called Full Valuation because we will re-price the asset or the portfolio after every run. This differs from a Local Valuation method in which we only use the information about the initial price and the exposure at the origin to deduce VaR.
July 10, 2010 · Chapter
July 10, 2010 · Chapter
June 30, 2010
June 29, 2010 · Chapter
June 25, 2010 · Chapter
June 24, 2010 · Chapter
June 24, 2010 · Chapter
June 23, 2010 · Chapter
June 23, 2010 · Chapter
June 10, 2010 · Chapter
June 9, 2010 · Chapter