Google Groups no longer supports new Usenet posts or subscriptions. Historical content remains viewable.

Dismiss

237 views

Skip to first unread message

Message has been deleted

Sep 28, 2017, 1:24:18 PM9/28/17

to

>

> The goal is to find general equations for for all 26 Probability

> functions Wi depending on the target vector Pta and other factors

> because the solution is not unique. It is manifold!

>

> W_i=f(?,?,C1,C2,Š)

One simplification is to note that every solution consists of a

"minimal vector" M of W values that meet the other conditions but have

the sum of the W values less than 1, added to a "balanced vector" B of

W values that make X = Y = Z = 0, where the sum of values in B is

chosen so that the sum for B + M is 1. The possible B are easier to

characterize. (Or if you just want one solution, take a simple choice

of B, like W_(1,0,0) = W_(-1,0,0) with the rest of the W values zero.)

As for the minimal vectors M, they will have all their W values zero,

except for those "pointing the same way" as the target vector. This

should make finding M much easier, since it cuts the number of

variables needed.

Message has been deleted

0 new messages

Search

Clear search

Close search

Google apps

Main menu