| Posted: November 10, 2006, 8:48 am - IP Logged | |
Is anyone familiar with Linear filtering analysis of dynamic systems? Conditional probability distribution functions? Convariance of random excitation....or orthogonal projections. Well ....then this might tickel your fancy a little bit.
It just occurred to me last night when I was playing pool.... and after toooo many beers ...that for any givern set of measured values N(to),...., N(t) of the random variable y(t) one can then also determine, .... in principle, the probabiltiy of simultaneous occurance of various values ζ (t) .... of the random variable .... x,(t)
Sure... I know a lot of you are gonna come back on me and start mouthing off about the "Bode-Shannon" representation and the state transition method of analysis of dynamic systems .....blah blah blah ..... but this is a conditional probability distribution function!
If anyone else has ever played around with the quadratic form associated with N x N matrix Q ..... then just give me a shout out will ya ...? Thanks
Happy Friday ! 
"It's just as important to show how you missed the number ......as how you hit it."
