I will explain why V shapped bottom regarding the indexes

Quote from stock_trad3r:

lets now assume the following conditions:

As a stock trades from t1 to t2 (time) it accumulates energy. If there is no price change there is no energy. If it trades lower, there is negative enrgy. If it trades higher positive energy is created.

if the volume is zero, there is zero energy. Higher volume equals more energy.

if the slope (another variable) is 0 there is no energy. A greater slope equates to more energy.

With these perameters an equation can be developed for energy
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So you are discovering that you should be selling since based on the above the market has negative energy, aka momentum?
 
Not in 10? Maybe not, but I wouldn't be certain at all about that. You probably know as much about market history and cycles as stocktrdr3 to make that kind of statement.

Quote from MiniDowTrader:

it won't happen. end of story. you need 100% return to recover the 50% losses. won't happen. not in 1 year. not in 2 years. not in 5 years. not in 10 years.
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If the price function P(x) is continuous and the derivative positive along all points through t1 to t2 the energy level can be given by:

function

m is the slope as you can see. if it is zero (no change in price or no change in time), no enrgy is created. if no volume, no energy.
 
Quote from stock_trad3r:

If the price function P(x) is continuous and the derivative positive along all points through t1 to t2 the energy level can be given by:

function

m is the slope as you can see. if it is zero (no change in price or no change in time), no enrgy is created. if no volume, no energy.
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!!!!!!!!!!!!!! LMFAO

Turder hasn't posted for two dasy (possibly a record) while he's been working on his Turder Theorem of redundency and infinite stupidity so he could pwove to all dose meanies on the internets that he a smot boy.

Good job twurder you weel smot.
 
k99pid.jpg


As stocks rise and fall energy is created and destroyed

next I'll explain the energy diagrams and showing how the probability of v shaped bottoms can be calculated and follows a normal distribution.

(edit: there is no m2)
 
Quote from stock_trad3r:

If the price function P(x) is continuous and the derivative positive along all points through t1 to t2 the energy level can be given by:

function

m is the slope as you can see. if it is zero (no change in price or no change in time), no enrgy is created. if no volume, no energy.
More...

What is p1 and p2? Would the integral be defined if prices are fractal?

You defined m1 but not m2. You have an extra open (

Nothing makes sense.
:confused:
 
Here is an energy diagram showing how energy is created and destroyed as a stock trades from p0 to p1 to p2 to p3 and falls back to p0

11kz2mc.jpg


For negative values of m1 the absolute value can be taken and a negative sign appended to the final equation without loss of generality.

As you can easily see, e1 and e2 cancel out.

If vaiables are unknown you can use the equation given before find it by letting eL=Er. (eL= energy on the left hand side of an inflection point) and solving the linear equation. We shall use the equation combined with normal distributions to calculate the probability of future events occuring (including v shapped bottoms) that obey these energy laws.
 
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