I've a number of return profiles of fraudulent hedge funds. Looking for more though. anyone have the returns of:
Cambridge Partners
Ashbury
Synergy
Princeton Economics
ETJ
Nidra
Sagam
?
Thanks in advance,
rgds,
Nonius
fraud returns
- stralen
- Posts: 0
- Joined: Thu Jan 01, 2004 12:00 am
fraud returns
try the returns from https://investatolsen.com/
You do not have the required permissions to view the files attached to this post.
Fear causes hesitation, and hesitation will cause your worst fears to come true.
- purbani
- Posts: 0
- Joined: Thu Jan 01, 2004 12:00 am
fraud returns
Hi Nonius
We have had quite a bit of success using the Hurst exponent to identify time series that are statistically 'too good to be true' or in sample perfect hindsight backtests. Method not infalible all PIPEs get flagged but correctly identified Fairfield Sentry and a number of other feeder funds. Can also be used to identify excess risk taking as in the case of Amaranth. The reason this seems to work is that the Hurst exponent is related to the alpha stable levy distribution through the fractal dimension. It is therefore a bit like an exponential distributon and highly sensitive to tail events. Sornettes method of identifying bubble risk appears to work the same way I.E things that are growing at an apparently faster than exponential rate ( think Cisco Fortune cover story in 1999 saying their projected earnings would exceed US Gdp within 5 years and more recently Amaranth ) grow to infinity in finite time which is impossible so must return to chaotic state or crash. Bottom line is Hurst not a linear function optimal is 0.55 to 0.68 anything above that indicative of excess momentum or dodgy numbers.
Would you be prepared to share some of your fraudulent time series data to test this ?
Kind regards,
Peter Urbani
peterurbaniinfiniti-capitalcom
We have had quite a bit of success using the Hurst exponent to identify time series that are statistically 'too good to be true' or in sample perfect hindsight backtests. Method not infalible all PIPEs get flagged but correctly identified Fairfield Sentry and a number of other feeder funds. Can also be used to identify excess risk taking as in the case of Amaranth. The reason this seems to work is that the Hurst exponent is related to the alpha stable levy distribution through the fractal dimension. It is therefore a bit like an exponential distributon and highly sensitive to tail events. Sornettes method of identifying bubble risk appears to work the same way I.E things that are growing at an apparently faster than exponential rate ( think Cisco Fortune cover story in 1999 saying their projected earnings would exceed US Gdp within 5 years and more recently Amaranth ) grow to infinity in finite time which is impossible so must return to chaotic state or crash. Bottom line is Hurst not a linear function optimal is 0.55 to 0.68 anything above that indicative of excess momentum or dodgy numbers.
Would you be prepared to share some of your fraudulent time series data to test this ?
Kind regards,
Peter Urbani
peterurbaniinfiniti-capitalcom
- Nonius
- Posts: 0
- Joined: Thu Jan 01, 2004 12:00 am
fraud returns
Hi Peter,
that sounds interesting. my method computes fraud probabilities conditioned on a certain statistic related to returns. It appears to work well in all fraud cases we have in our DB, including all madoff feeders.
I will look into how I could share data with you; perhaps with no names attached and mixed with not knowingly fraudulent returns.
that sounds interesting. my method computes fraud probabilities conditioned on a certain statistic related to returns. It appears to work well in all fraud cases we have in our DB, including all madoff feeders.
I will look into how I could share data with you; perhaps with no names attached and mixed with not knowingly fraudulent returns.
Chiral is Tyler Durden
-
krott
- Posts: 0
- Joined: Thu Jan 01, 2004 12:00 am
fraud returns
I'm doing factor analysis on time series. Would be fun to see how it works on your data. Have returns from a few "interesting" funds that I can share too. Email me phynancenewsalphacom
- purbani
- Posts: 0
- Joined: Thu Jan 01, 2004 12:00 am
fraud returns
Hi Nonius
Sure a no names basis would be fine as a blind test generally better
Kind regards,
Peter
Sure a no names basis would be fine as a blind test generally better
Kind regards,
Peter
-
Komm.Schimpansky
- Posts: 0
- Joined: Thu Jan 01, 2004 12:00 am
fraud returns
Added Sentry to our investable universe and the fund got the highest scoring.
-
Komm.Schimpansky
- Posts: 0
- Joined: Thu Jan 01, 2004 12:00 am
fraud returns
What opinion deserves Evolution Capital Management?
- Nonius
- Posts: 0
- Joined: Thu Jan 01, 2004 12:00 am
fraud returns
Sentry, Kingate, and all the other Mad feeders are at the top of mine along with Bayou, Wood River, Manhattan, and Valhalla.
Chiral is Tyler Durden
- aaron
- Posts: 0
- Joined: Thu Jan 01, 2004 12:00 am
fraud returns
Has anyone looked at applying Benford's Law? It states that the first non-zero digit of a random number should be distributed such that the frequency of k is Log(k+1) - Log(k) where Log means base-10 logarithm (or whatever base you're writing the number in). It's one of those results I find really satisfying. Obviously it depends on some assumptions about what "random" means, but it works in a lot of empirical tests.
When people make numbers up, they tend to use digits more uniformly than Benford's distribution. In fact, they tend to like 9's and 7's, which are infrequent in numbers derived from measurement.
Here are the theoretical frequencies from Benford's Law:
1
0.3010
When people make numbers up, they tend to use digits more uniformly than Benford's distribution. In fact, they tend to like 9's and 7's, which are infrequent in numbers derived from measurement.
Here are the theoretical frequencies from Benford's Law:
1
0.3010