Re: AI-GEOSTATS: spatial GLMM with nested correlation structure

2004-02-05 Thread Brian R Gray
John: if by nested you mean hierarchical and if what you are working with (some function of what originally were counts) may ostensibly be viewed as normal, then you should be able to do this in SAS' PROC MIXED. if your data remain counts then you may be able to do the same in the SAS macro

Re: AI-GEOSTATS: About gstat and binomial negative family data

2003-12-01 Thread Brian R Gray
| | || |-+ --| | | | To: Brian R Gray [EMAIL PROTECTED

Re: AI-GEOSTATS: About gstat and binomial negative family data

2003-11-28 Thread Brian R Gray
you could modify the suggested approach by using a generalization of the Poisson, the neg binomial assumption you mention. most stat software allows negative binomial regression. in this case, the variance component of the Chi-squared resids may be better approximated (than under the Poisson

Re: AI-GEOSTATS: values normalisation with a lot of zero!

2003-08-20 Thread Brian R Gray
you might try a tobit assumption. brian Brian Gray USGS Upper Midwest Environmental Sciences Center 2630 Fanta Reed Road, La Crosse, WI 54602 608-783-7550 ext 19 - Onalaska campus or 608-781-6234 - La Crosse campus fax

Re: AI-GEOSTATS: Risk Assessment with Gaussian Simulation?

2002-04-29 Thread Brian R Gray
I am curious about the use of 100 realizations to generate a probability map. is this a standard approach? if so, is a small p-value (such as .05) used? if so, it would seem like 100 iterations might be a smallish sample size for distinguishing, say, .05 (ie 5 outcomes out of 100) from, say,

Re: AI-GEOSTATS: Basic structure interpretation

2002-03-06 Thread Brian R Gray
Hi. I am ecologist, too. While I am not a geostatistician, I don't recall seeing strong arguments to suggest that some processes lead to one spatial model rather than others. Of course, one might argue the other way around--that some models might indicate more or less covariance at, say,

Re: AI-GEOSTATS: Multinomial (Discrete) Kriging

2001-11-29 Thread Brian R Gray
are you working with nominal or ordinal data? if you are interested in inferences on the mean and if spatial correlation isn't exceptional, then you can lump correlation with other sources of overdispersion and use an overdispersion estimate to adjust the expected variance (ie psi*pi(1-pi)/n).

AI-GEOSTATS: statistical ecologist position announcement

2001-10-30 Thread Brian R Gray
The Biological Resources Division of the USGS is looking for a stat-oriented ecologist to work on modeling songbird counts and presences/absences as functions of habitat measures. Experience with modeling spatially and/or temporally correlated count or binary data, wildlife data and/or with