Fooled by Taleb

Quote from jem:

Well lets start with a simple question.

Andy Murray winning a Wimbledon final.

Luck or Skill. I hope everyone here is logical enough to understand that was skill regardless of if he won a few lucky points.

You can't be Djokovic with luck.

if we all agree... lets move on to the next one.

-----

At some point... might we not all concede... after say 10,000 trades... some equity curve could not be created with luck? I might not be requesting metphysical certitude... but would't some number like 80 percent winners and 3 to 1 risk reward be impossible with luck?

The point is you don't know who will win until the match is over. Before the match it's purely a gamble with the odds determined by those betting. The odds will change as the match progresses. Any kind of trading that is not gambling is illegal.
 
Quote from MAESTRO:

Ok, I will contribute.

Let’s do a mental experiment. I would flip a coin and decide whether I will be Long or Short one contract of ES for 1 point. If I lose 1 point or win 1 point I’ll exit and flip my coin again. So, assuming my coin is fair and I pay no commissions then I would expect a natural “drift” of my equity line of D = sqrroot(2NG/pi), where N is the number of flips and G - is the ES point value. If after N flips the absolute value of my gain/loss is less or equal to D then I cannot consider my success (failure) anything but a natural drift of a random walk. If after P trials of N coin tosses my average absolute gain/loss is greater than D then my confidence of me playing better (or worse) than a normally distributed random walk is directly proportional to P. That is all to it.

Cheers,

MAESTRO

P.S.

You can easily modify this experiment to answer your own questions. You can modulate the walk with your average gain/loss, you can add commissions etc. However, the experiment itself is a universal measuring stick to assess the “skew” of your personal win/losses distribution compared to a normally distributed random walk.

It's a "little" bit more complicated then that. LOL. This is a controlled experiment you offered. You have the coin, you know it's fair and you know exactly the outcome possibilities. In the real world, you have thousands of coins you are flipping. You don't know if they are fair and you don't even know their distributions. So when this trader has a lucky run, we won't know if it's him or the coins. The coins in this example is analogous to the example I gave earlier regarding trading environment.
 
Quote from Humpy:

It doesn't matter how many times you flip a coin or what the small drift is, the expectation of heads is still 50/50.
A trader has some advantages, although small they can be significant. For instance
1.when the bet is made
2. how large the bet is
3. when the exit is made

yet we can safely assume the " House " will still be ahead if a number of people play. The lucky and clever ones will probably be up. The unlucky and average Joes down

You have completely missed the point, oh well ... May I suggest a K12 course on the Probabilities Theory?
 
Quote from piezoe:

The point is you don't know who will win until the match is over. Before the match it's purely a gamble with the odds determined by those betting. The odds will change as the match progresses. Any kind of trading that is not gambling is illegal.


If you were to play Andy Murray at Wimbledon for 200 grand... would that result be random just because you do not know the winner ahead of time.

Would it matter to you if you were to play one point or if you were to play 3 out of 5 sets.
 
Ok lets plug it in. I think I need help.

Ok.... help me plug this in... when I was daytrading stocks.
Which at times had one cent ticks.
Not looking at commissions a representative year back then was..

2000 round trip trades of stocks with an average of 700 shares and profit of $350,000 dollars.








Quote from MAESTRO:

Ok, I will contribute.

Let’s do a mental experiment. I would flip a coin and decide whether I will be Long or Short one contract of ES for 1 point. If I lose 1 point or win 1 point I’ll exit and flip my coin again. So, assuming my coin is fair and I pay no commissions then I would expect a natural “drift” of my equity line of D = sqrroot(2NG/pi), where N is the number of flips and G - is the ES point value. If after N flips the absolute value of my gain/loss is less or equal to D then I cannot consider my success (failure) anything but a natural drift of a random walk. If after P trials of N coin tosses my average absolute gain/loss is greater than D then my confidence of me playing better (or worse) than a normally distributed random walk is directly proportional to P. That is all to it.

Cheers,

MAESTRO

P.S.

You can easily modify this experiment to answer your own questions. You can modulate the walk with your average gain/loss, you can add commissions etc. However, the experiment itself is a universal measuring stick to assess the “skew” of your personal win/losses distribution compared to a normally distributed random walk.
 
Quote from jem:

Ok lets plug it in. I think I need help.

Ok.... help me plug this in... when I was daytrading stocks.
Which at times had one cent ticks.
Not looking at commissions a representative year back then was..

2000 round trip trades of stocks with an average of 700 shares and profit of $350,000 dollars.

Ok, here are the rough calculations. Assuming that your average take was $1 a share per trade, your Drift should be as big as = sqrroot(2 * 2000 * 1 /pi) * 700 = $24,984. The fact that you have made 14 times more than the drift tells me that your trading has an undisputable edge compared to the normal random walk. Is that the answer were you looking for?
 
Quote from MAESTRO:

Ok, here are the rough calculations. Assuming that your average take was $1 a share per trade, your Drift should be as big as = sqrroot(2 * 2000 * 1 /pi) * 700 = $24,984. The fact that you have made 14 times more than the drift tells me that your trading has an undisputable edge compared to the normal random walk. Is that the answer were you looking for?

Perhaps for the next run you do with jem you could ask him to fill you in on the facts.

Say forinstance, what was his intial capital.

Or something like: did you ever compound profits?

Let jem fill in some facts.

Here is an example:

27K is position traded. profits are compounded and no withdrawals. 62 trades are done 60 wins 2 losses.

In 3 months the annualized ROI is 159K

In four months the annulized ROI is 250K



We all know the formula you are using. you add missing data to provide and example. Jem cannot follow. He tells you he cannot understand. At least explain to Jem how the formula you used would help him.

He wants to know why he had to quit trading for a while.

he wants to know why he has to repeat learning this or that lesson and yet not be able to learn to not freeze up anymore.

Jem cannot analyze his problems because he has no knowledge or skills to problem solve.

He cannot follow methods of any trader. He does not know how his gambles are working.
 
Quote from Humpy:

It doesn't matter how many times you flip a coin or what the small drift is, the expectation of heads is still 50/50.
A trader has some advantages, although small they can be significant. For instance
1.when the bet is made
2. how large the bet is
3. when the exit is made

yet we can safely assume the " House " will still be ahead if a number of people play. The lucky and clever ones will probably be up. The unlucky and average Joes down

ET is certainly a funny place.

thanks for your post; I was worried for a minute or two.
 
Quote from zupcon:

Perhaps jack having proactively gone out of his way to minimize luck, would care to donate the chunk of luck that he's not using, I will quite happily take it off his hands, hey I'll even pay a generous rate for it.

I've spent the last 10 years learning to capitalize on good luck, but then I would wouldn't I

:p

Often people say they are lucky when they get capital extracted from Wall Street. (it is given to their cause).

I never really think about who gave me the money. It just keeps being made available.
 
Quote from MAESTRO:
... expect a natural “drift” of my equity line of D = sqrroot(2NG/pi), where N is the number of flips and G - is the ES point value...

I could probably do with re-doing High School stats/maths myself, but is the above correct?

For a 1-D random walk on the integer line, of integer steps (i.e. +1, or -1), the expected translation distance after n steps (in lim n -> very large) is sqrroot(2/pi).

I can more or less see how you would get from that to D = sqrroot(2G/pi) ... but the additional sqrroot(N) factor doesn't look correct ... is it?
 
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