Morgan Stanley Traders Lost $390 Million in One Day in August

Quote from Batman28:
well guess what, I actually happend to interview at Morgan Stanley quant trading team in London back in July with one of their top guys who reports directly to Yazid Sharaiha - their global head of quant trading.. I remember one of the questions that he asked me which I found ridiculous..
One question:
How many of these genius's got fired ?
 
Quote from OldTrader:

Evidently you failed to read the link in the original post. This was not "rumors". This was a quarterly regulatory filing. Here, let me help you out:

"Oct. 10 (Bloomberg) -- Morgan Stanley, the world's second- biggest securities firm, said its quantitative strategy traders lost $390 million during a single day in August as their computer models failed to account for ``widespread'' investor selling.

The company's traders lost money on 13 days during the quarter ended Aug. 31, the New York-based firm said in a quarterly regulatory filing today. ``The largest loss days resulted from losses associated with quantitative strategies in early August 2007, when these strategies were adversely affected by widespread portfolio reductions,'' the company said.

Morgan Stanley said last month that the quantitative strategies group lost $480 million during the quarter after being caught off-guard when other investors sold securities to reduce borrowings. Separate areas of the equity sales and trading unit made up for the losses, enabling it to report $1.8 billion of revenue for the third quarter, up 16 percent from a year earlier."

OldTrader

What I meant with rumor is everything surrounding the pure reported loss number. The filing does not specify how it happened nor does it have to. Nobody knows exactly who is responsible for the mess and how could it happen. Anything about this is rumors at the moment. Or did you get a clue after reading this who caused this loss. What program trading module failed and why? I did not.
 
Quote from GTS:

Wow, stunning logic. So according to you, after removing one cup that does not contain the coin, if you stick with your original guess you have a 1/3 chance of being right but if you switch the other remaining cup you have a 1/2 (50/50) chance of being right?
Lets see, 1/3+1/2 != 1 ....looks like someone needs remedial math help since the sum of the two remaining choices winning probability must equal 100%.

The point was that the odds are changed in your favor but are only activated if you make the switch. I'm holding the events somewhat independent of each other.

Not drawing decisions trees or Venn diagrams here, just common sense. Try it sometime.
 
Quote from Capablanca:

I believe batman28 was calculating the odds of each branch of the decision tree

1/3*1/2 = 1/6
1/3*1/2 = 1/6
2/3*1/2 = 1/3
2/3*1/2 = 1/3

1/6+1/6+1/3+1/3 = 1

at least someone here knows how to calculate probability..

u make 2 decisions.. first select one of the three, and then to switch or not..
 
Quote from Batman28:

at least someone here knows how to calculate probability..

u make 2 decisions.. first select one of the three, and then to switch or not..

It still is incorrect and will remain incorrect. ;-)
1/2 is an incorrect probability in this puzzle no matter how you come up with your numbers. There are two probabilities, 1/3 and 2/3 and nothing else is correct. I am out of here this is really pathetic. Its very sad that some simply cannot admit they are wrong even though there is plenty of resources and tons of people that showed them how its done correctly. I think this is a good example of why most "wanna-be traders" hang on to their losses and bankrupt their account....because they cannot admit they are wrong and get out early enough. The discussion was very enlightening....in many ways ;-)
 
Quote from IluvVol:

It still is incorrect and will remain incorrect. ;-)
1/2 is an incorrect probability in this puzzle no matter how you come up with your numbers. There are two probabilities, 1/3 and 2/3 and nothing else is correct. I am out of here this is really pathetic. Its very sad that some simply cannot admit they are wrong even though there is plenty of resources and tons of people that showed them how its done correctly. I think this is a good example of why most "wanna-be traders" hang on to their losses and bankrupt their account....because they cannot admit they are wrong and get out early enough. The discussion was very enlightening....in many ways ;-)

oh my god IluvVol. hehe.. this is actually very funny.. I think you'd be pretty humbled once the penny drops for you on this one..
 
Quote from IluvVol:

It still is incorrect and will remain incorrect. ;-)
1/2 is an incorrect probability in this puzzle no matter how you come up with your numbers. There are two probabilities, 1/3 and 2/3 and nothing else is correct. I am out of here this is really pathetic. Its very sad that some simply cannot admit they are wrong even though there is plenty of resources and tons of people that showed them how its done correctly. I think this is a good example of why most "wanna-be traders" hang on to their losses and bankrupt their account....because they cannot admit they are wrong and get out early enough. The discussion was very enlightening....in many ways ;-)

Well maybe your outta here because you fail to look at the problem logically.

You never gave me a answer to the 10 cup game. You wanted 2.9 odds on 3 cups. So now lets take 10 cups, you pick one and I remove 8. What kind of odds do you expect? I hope you don't expect 9-1 odds and still think you are giving me a edge.
 
Quote from Hydroblunt:

The point was that the odds are changed in your favor but are only activated if you make the switch. I'm holding the events somewhat independent of each other.

Not drawing decisions trees or Venn diagrams here, just common sense. Try it sometime.
You can try to spin this any way you want but there is no case in which your statement in bold below is correct. The odds are never 50/50 - clearly you didn't understand that when you posted, its not clear if you understand it now.

It would be nice if folks would just admit it when they made a mistake rather than compound it by becoming argumentative about it.

Quote from Hydroblunt:
Look it's simple. When there are 3 cups, it's a 1/3 chance you are right and 2/3 that you are wrong. Once one cup is removed, it's now 50/50 but only so if you actually make the switch. Otherwise, you are really sticking to your old choice which is STILL 1/3 correct, 2/3 incorrect.
 
Let me try again.

If you start with 1000 cups and pick one cup that you think has a coin under it, your odds of being correct are 1 in 1000.

Now if Monty removes 998 empty cups (because he knows which cup has the coin under it) and you are left with 2 cups, including your first cup that you picked.


Isn't it now obvious that the coin is far more likely to be under the other cup? So you switch. It is the same thing if you start with 3 cups - just a little less obvious.
 
Quote from Jaxon:


Isn't it now obvious that the coin is far more likely to be under the other cup? So you switch. It is the same thing if you start with 3 cups - just a little less obvious.

Or if you are like the OP you just stick with your original choice :p
 
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