Why Is The Obvious Not So Obvious?

Statistically seen 50% of the traders should lose, and the other 50% win; after all it's a zero-sum game with a Gaussian distribution.

Having a zero sum game doesn't require a 50-50 split between winners and losers. Also stock prices follow geometric Brownian motion under the assumptions of Black-Scholes not a Gaussian distribution.
 
Thanks RN,

any chance to have the extended version of A&M, SL and TP?


Here's the index to mine

Define each sub heading clearly..., concisely.., and simply

Leave any mkt reference out of it - this is what YOU will do..., how YOU will do it..., when YOU will do it - repeatedly and consistently

Regardless of what the mkt is doing

RN


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Thanks RN, as always you are very kind.

now it is for me to put some work on this...

You betchca Sir

==============================

Then - when trading - each trade gets a trade plan


Entry signal / price (entry signal should be appropriate for.., and within price's current context)
SL / PT (SL - set where the trade breaks down / signal invalidated..., PT should be appropriate for.., and within price's current context)
Means/ way of managing the trade
WRR


Off to the races we go

RN
 
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Within RN's A&M, I can see one 2 letter word that has, and will continue to, present vg trading opportunities if you are there!

RN might not agree, but RN is not me, you see!

More than one way to skin a cat, but only one way to trade correctly!

J_S
 
Having a zero sum game doesn't require a 50-50 split between winners and losers. Also stock prices follow geometric Brownian motion under the assumptions of Black-Scholes not a Gaussian distribution.
The logarithmic returns, and the probabilities for winners/losers, are normally distributed (Gaussian), and since negative stock prices isn't possible, the net effect is a lognormal distribution.

Just do a simulation for 100 traders and 1000 trades each do: 50% of the trades will win, 50% will lose,
and that will be similarily distributed for the traders: 50% will have won, 50% will have lost...
 
The logarithmic returns, and the probabilities for winners/losers, are normally distributed (Gaussian), and since negative stock prices isn't possible, the net effect is a lognormal distribution.

Just do a simulation for 100 traders and 1000 trades each do: 50% of the trades will win, 50% will lose,
and that will be similarily distributed for the traders: 50% will have won, 50% will have lost...

I think you are in the wrong place:rolleyes:

J_S
 
the only two letter words are TO and DO, I guess JS is thinking of DO...

Apologies, as I was getting setup to do a small trade on ES option.

I meant two words, of which there are a few, but as mentioned, you have to be there to do it!

Two words are closer to the bottom, than the top.

J_S
 
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