Probability, how do you turn it into a pattern ...? - page 23

 
Neveteran >>:


7(-)/3(+) общий минус и еще самое главное, - время за которое это произошло.

Мне, всего навсего нужна точка отсчета. Дальше ... все элементарно, сумма профитных (открытых) позиций принимается, как условно допустимая просадка (для данного цикла)

Первый цикл создает значения которые появятся в уравнении

Actually, the people who put the formula in their statements write immediately after it:

" ... where: Rk,p is this and that;
C is such-and-such bullshit;
q is this shit... "

or am I the only one who doesn't get it???
everyone else knows?

fucking cheating...

 
kharko >>:

По-подробнее, можно... какова логика вычислений? Например, из 10 пар 7(-)/3(+) общий минус

It doesn't exist, Alexei. Apparently there must be this Wolf Bubble Group

 

https://ru.wikipedia.org/wiki/ФоÑмÑÐ "а_ÐеÑнÑÐ "Ð "и
Here is the answer to your question moskitman

 
Neveteran >>:


Мне, всего навсего нужна точка отсчета. Дальше ... все элементарно, сумма профитных (открытых) позиций принимается, как условно допустимая просадка (для данного цикла)

so when the reference point appears, the sum of profitable positions is less than unprofitable ones and therefore the permissible drawdown is already exceeded!!!

 
dentraf >>:

https://ru.wikipedia.org/wiki/Формула_Бернулли
Вот тут ответ на ваш вопрос moskitman

Material from Wikipedia, the free encyclopaedia.


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if you correct the coding - I will read it.

thanks in advance.

 
Turka писал(а) >>

When the reference point appears, the sum of profitable positions is less than unprofitable ones and therefore the permissible drawdown is already exceeded!



Following the author's logic, loss-making positions are not taken into account
 
moskitman писал(а) >>

Material from Wikipedia, the free encyclopedia.


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Find pages which reference this title.


Bernoulli's formula is a formula in the theory of probability, type it up on Wikipedia
 
dentraf >>:


Следуя логике автора, в расчет просадки убыточные позиции не принимаються


That's great, I wish I could find a broker who would support that view, great! )))
 
Turka писал(а) >>


Great, I wish I could find a broker who would support this view, great! )))


Then you don't have to worry about it at all!!! ))))

 
Guys, this is the formula for the probability of k successes in n trials for a Bernoulli scheme.
Let the afftar do the further explaining. Frankly, it will be interesting to see how he does with this task.