Recent content by aadityafrm

Congrats David and team for the website's cool new look !! ...keep up the great work that you're doing :)

Per my understanding, measure of Vega is applicable only for portfolio which would contain swaptions and not for IRS. Here, implied volatility is derived from option value on interest rate swaps. However, IRS would have delta and gamma (convexity) measures for any type.

Duration-weighted spread (DWS) provides an estimation of a portfolio’s credit risk. The DWS represents the maximum possible gain if credit spreads drops to 0, or conversely the maximum loss should the spread doubles. the DWS of a security is a product of weight in amount, Duration (in this case...

Hello David and Suzanne, Glad to share that I finally received experience verification email from GARP. I could not thank you enough for all the wonderful support you both extended... Aaditya

Cleared Level II with 3,1,1,1,3....no surprises for 3rd quartile in the 'Current Issues' as I did not even finish reading it but 3rd quartile in 'Market Risk' is a bit of a disappointment for me. But, I wish to thank David and Suzanne for excellent quality practice questions and their fantastic...

@ shakti, my logic was more from the "all defaulting" condition. It seems logical. So, essentially we are agreeing on that 1) risk of default of all 20 assets (in a basket of 20) is more in a high correlation compared to all defaulting in a low correlation; and 2) risk of 1 defaulting in a...

Hi Shakti, The logic seems to be counterintuitive. Shouldn't it be risk premium for high correlation basket>risk premium for low correlation basket? If we compare the probabilities of all defaulting in the condition that correlation = 1, it will be equal to p(A) for all in the basket ,while for...

Hi, You might find the below thread relevant... http://forum.bionicturtle.com/threads/credit-var-calculating-wcl-jorian-frm-handbook-example-23-5.813/ Thanks, Aaditya

Hi Chris, It's nothing but the bond values weighted by binomial probability of default in the 3 bond portfolio to calculate EL, nCr * (prob. of default)^r* (prob. of no default)^n-r. here is the calculation for clarity -> (1-0.003396)^3*(0 mn.)+3*(0.003396)*(1-0.003396)^2 *...

I think the second method is accurate as it uses the cumulative default probability for two years. I visualize it as follows - Expected value of cash flows in two years = X0*p+X1*p(1-p), where X0, X1 are cash flows in year one and two and p is the default probability. X0=Face value of...

Presuming question is for an European put option. As European options can only be exercised at the expiration date and the maximum it can fetch is only K, the strike price at maturity. Hence the the maximum payoff that can happen, when discounted at present time, will be K*exp(-rT). as...

As z= (x-mu)/sigma, In the generalized expression for the Extreme value distribution as we take the limit as ξ - > 0, the expression inside the bracket will reduce to exp(-z) and hence the whole expression for GEV will become exp {-exp(-z) } (limit of an exponential) . So, Gumbel distribution...

Its a typical test of goodness of fit where we are required to establish whether or not an observed frequency distribution differs from a theoretical distribution. so chi-square test is suggested. The null hypothesis here would be H0: pA(Florida) = p(Iowa) = p(Missouri) we have similar null...