New approach to Linear Filtering

Reply #5

JADELottery — Mon, 13 Nov 2006 12:20:00 GMT

hey WIN D,

Just letting you know, thinking about this one too. I think I've been work on something similar or fairly closely related. I'll probably be posting something in the next week or two. I have many projects, with the holidays coming up, I'm getting a little distracted from da math.

Reply #4

WIN D — Sat, 11 Nov 2006 12:37:29 GMT

You are the man Jade....

Thank you very much for your post on the Math forum. It has been a real treat and a challenge to follow. They are a little like Jason Pollock's work to me. I really like them but I could never express such complexity so vividly ....and with such graceful terms. Thank you for your efforts. It's a chance for me to enjoy learning about these things with a goal in mind.

Reply #3

JADELottery — Sat, 11 Nov 2006 07:47:26 GMT

Also, I play pool myself, started learning seriously about 2 years ago and have an 8' table in my basement.

Reply #2

JADELottery — Sat, 11 Nov 2006 07:44:09 GMT

Interesting... you have my attention.

Reply #1

cps10 — Fri, 10 Nov 2006 13:59:04 GMT

Chaz

Happy Friday to you from your border state! If you can explain this to me after you are finished, I will gladly give you a few more beers

New approach to Linear Filtering

WIN D — Fri, 10 Nov 2006 13:48:20 GMT

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 simultan... [ More ]