Is Tracking error square root of Active Factor risk ? This area is a little confusing for me. I am confused when i should use the risk numbers as they are, and when i need to find their square roots and use them.
Tracking error = (return from portfolio - return from benchmark) = active risk. No square root involved. However, active FACTOR risk is just one element of active risk active risk^2 = active specific risk^2 + active factor risk^2 Think of it as - your “risk” in a portfolio has 2 elements. Specific risk - the risk that an individual security will under/over perform Factor risk - the risk that your portfolio return will be affected by a specific factor (eg: inflation)
so Tracking error is Alpha (excess return over a bench mark / factor). Tracking risk is square root of Active Factor risk. hmm kind of makes sense.
No TE = stddev(Return of portfolio - Return of benchmark) = Active Risk Active Risk Squared = Active Factor Risk + Active Specific Risk So, tracking error is square root of Active Risk Squared Curriculum vol6 p404
Damn! typo in my answer. Should be Tracking error = SD(return from portfolio - return from benchmark) = active risk SD=standard deviation Sorry - tracking error is NOT alpha as my post may have suggested
tomkwong Wrote: ------------------------------------------------------- > No > > TE = stddev(Return of portfolio - Return of > benchmark) = Active Risk > > Active Risk Squared = Active Factor Risk + Active > Specific Risk > > So, tracking error is square root of Active Risk > Squared > > Curriculum vol6 p404 Yep, CFAI mock #1 has this as the third or fourth last question in the PM section. It was seriously just a matter of taking the sq rt of the active risk squared…and I f*cked it up.
Whats up Zim? How are you feeling bud? Were you able to get some time off work?
In mock 2 tracking risk= active risk squared ²
sofianeB Wrote: ------------------------------------------------------- > In mock 2 tracking risk= active risk squared ² Sofiane, thats correct … tracking risk = active risk squared (which includes 1. factor risk and 2. active specific risk… just think it as a variance…of active risk. tracking error is : return portfolio - return on benchmark. if you standard deviate it that would be active risk or tracking risk.
That’s not right. Tracking risk = square root of active risk squared. Mock2 answers spells it out in those exact words.
AFJunkie Wrote: ------------------------------------------------------- > Whats up Zim? How are you feeling bud? Were you > able to get some time off work? Yeah, after I got out of the office at 10pm Tuesday, it’s been all killer no filler. Will go down with guns a’blazin’ tomorrow!!!
those are components of the information ratio. Not so clear on that still. Does someone have the Info. Ratio down?
Nice to see we all agree… I think I’ll try and forget what I just read above and follow my notecards on this.