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Gold/Mining/Energy : Winspear Resources -- Ignore unavailable to you. Want to Upgrade?

To: John Paquet who wrote (18092)4/11/1999 4:47:00 PM
From: LaFayette555  Read Replies (1) | Respond to of 26850
 
Gutten Tag Herr Doctor Paquet.

Yes we will aim for the Grand Prize with our Famous Market Model
Equation.

Your elaborations on the Famous P Factor are very interesting Herr
Doctor, indeed the P Factor is not a Discrete Variable but an Array of
P Catalysts.

Just like Zurufs our Z variable, there is an Array of Parrotites our
second P variable.

Therefore as you have suggested, we could postulate our Market Model
is a High Order Rectangular Matrix where Individual Rows would be
denominated Z1 to Zn and individual Collums would be labled P1 to Pn.

Therefore Each Individual Matricial Vector Equations would read as
follows, assuming there is no cross 'contamination' from Zuruf to
Zuruf and only Parrotite to Zuruf cross effect we can write:

a= Z1*P1 + Z1*P2 + Z1*P3 + .. + Z1*Pn

Our Second Matricial Equation would then be:

b= Z2*P1 + Z2*P2 + Z2*P3 + .. + Z2*Pn

And so on for Z3 to Zn each forming a Matricial Equation.

So Our Famous Instantanious Stock Price Formula couls read as follows,
where The Price would be the Resultant Matricial Determinant of all
the Individual Matricial Equations as in:

|Famous ISP| = | z1*p1 + z1*p2 + .. + z1*pn |
| z2*p1 + z2*p2 + .. + z2*pn |
and on..

Finally, ISP = Determinant for |Matrix Z * P|

Now we still face the arduous task of Quantyfing the Average Zuruf
and the Reactivity of the Average Parrotite !!

Salutations Herr Doctor.

Ç


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