search for: thiis

I am looking for some help at removing low-frequency components from a signal, through Moving Average on a sliding window. I understand thiis is a smoothing procedure that I never done in my life before .. sigh. I searched R archives and found "rollmean", "MovingAverages {TTR}", "SymmetricMA". None of the above mantioned functions seems to accept the smoothing polynomial order and the sliding window with as...

...##Checking Model Assumptions plot(abund.nb) meanvar.plot(flormat~transect, col=as.numeric (vegtype)) #direct plot of mean-variace relationship anova(abund.nb, p.uni="adjusted") It's after running the last code line [>anova(abund.nb, p.uni="adjusted")], when I get thiis error: Error in XvarIn[nterms - i, varseq > i + minterm] <- 0 : (subscript) logical subscript too long Any idea what I'm doing wrong? I've tried shortening the length of all files, but didn't matter. Thanks so much for your time!! Cheers, Andr?s errorrunningmvabund.zip...

I have been very busy for the last few months with school, during which time Jack and others have taken over ogg123. Now I have a week off for Christmas ("Winter Break" for the politically correct), so I have some free time. And what better place to spend it than at my computer? (heh) So anyway I decided to take a look at (what's left of) ogg123. Yuck. Eeew. Horror. The good news:

Hi, Thanks for your response, it nearly worked! But it only wrote one coloumn of data and not the three columns I need. Using fixef(m1) doesnt give the same results as coef(m1) when you are using more than one random effect. I need the coefficients for each individual so I use coef(m1) to get this which results in an object of class lmer.coef, 3 columns by 700 rows. as.data.frame() wont work on

Hi ! I have a small problem. When switching a call (pstn -> sip user), I get the sip phone ringing - ie. everything is OK, but I do not get a ringtone in the handset on the pstn side. Can anyone help me out in how to make * play tones ? My setup: E1 IP pstn ------ Asterisk ------ sip phone Regards, Dave