AI-GEOSTATS: Estimating the fixed Sill in the Elliptic Anisotropy

2001-09-04 Thread Yadollah Waghei

Hi, AI-Geostats member
In Elliptic Anisotropy we suppose that the Sill parameter of Variogram is fixed and 
the Range parametre is varying with direction, in an ellipce. But in practice, usually 
Sill is also depends to direction  (more or less). My question is that:
 How can we estimate Sill and Range in all directions by supposing that the sill is 
fixed? (With traditional methods in statistics: OLS, WLS,..).
NOTE that in the traditional Variogram Model fitting, where we estimate the range and 
the sill in each direction ,seperately, we yield  different sills in different 
directions, EVEN THE DATA SIMULATED FROM AN ISOTROPIC RANDOM FIELD!
Yours Sincerely: Y. Waghei
Dep.of Biostatistics
Tarbiat Modarres Un.
Tehran
Tel:8011001-3872  

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Re: AI-GEOSTATS: Estimating the fixed Sill in the Elliptic Anisotropy

2001-09-04 Thread Isobel Clark

  How can we estimate Sill and Range in all
 directions by supposing that the sill is fixed?
It is usual to fit the sill to an omni-directional
semi-variogram graph, since that has most pairs on all
points.

The ranges can then be fitted individually.

The alternate is to 'contour' the experimental
semi-variograms in many directions and fit one
ellipoidal surface to the 'map'. 

Isobel



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AI-GEOSTATS: samples with not normal distribution

2001-09-04 Thread Montse Ferrer Julia

Hi everybody! I know I am going to make a quite silly questions for people
who is used to work with krigging, but I am quite new, and after reading
three different books and talk to 2 or three people I am in a mess: is it
correct to interpolate data from a sample that doesn't follow a normal
distribution? I have tried to get it transforming data with log, but the
distribution of these new data is still not normal.

Thanks to everybody

Montse Ferrer
University of Salamanca 
Dpt Geography
Spain
[EMAIL PROTECTED]


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Re: AI-GEOSTATS: samples with not normal distribution

2001-09-04 Thread Isobel Clark

What does your data look like after you take
logarithms? Is it still skewed? If you do a
probability plot does it drop off at the lower end? Or
at the top? or is it still curved? Or does it have a
kink in it?

Geostatistics is possible with any or all of the above
but the remedy differs according to your answers.

Isobel Clark


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AI-GEOSTATS: spatial autocorrelation

2001-09-04 Thread Sue Rodriguez-Pastor

Hello,
I'm helping someone with some spatial analyses for some data with plant
species data across a set of natural pools. We are trying to determine
whether there is spatial autocorrelation, but am not sure what test to
run.

At first I was advised that perhaps using the Moran's I index would work,
but I have had some folks suggest that Moran's I works best for adjacent
polygons or raster data. I am using an ArcView polygon data layer.

Another recommendation was to use semivariograms included in
Geostatistical Analyst with ArcView 8.1, which I will attempt in the
coming week.


I have a few questions.

My first question is: What is the appropriate test that should be employed
to determine whether there is spatial autocorrelation given this scenario?

There are approximately 100 natural pools that
have varying abundances of the plant in question. However, only 32 pools
were sampled. It was not a random sampling...out of the 100 pools, these
were the only ones that were not damaged by construction. The other pools
are still functional, however, and do contain the plant being studied.

On one end of the site most of the pools were sampled, whereas on the other
end of the site only a few pools were sampled.

So my second question is: Can I really test for spatial autocorrelation if
we do not have any data for the damanged pools? My concern is that we will
have a sampled pool with high plant density next to 4 or 5 non-sampled
pools...will we get the wrong outcome?

I don't know if this makes sense...it's difficult to explain virtually!

If anyone has any suggestions I'd really appreciate it!

Thanks very much in advance,
Sue


---
Sue Rodriguez-Pastor
Dept. of EPO Biology
University of Colorado
email address: [EMAIL PROTECTED]
---


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Re: AI-GEOSTATS: spatial autocorrelation

2001-09-04 Thread Nicholas Lewin-Koh

On Tue, 4 Sep 2001, Sue Rodriguez-Pastor wrote:

 Hello,
 I'm helping someone with some spatial analyses for some data with plant
 species data across a set of natural pools. We are trying to determine
 whether there is spatial autocorrelation, but am not sure what test to
 run.
 
 At first I was advised that perhaps using the Moran's I index would work,
 but I have had some folks suggest that Moran's I works best for adjacent
 polygons or raster data. I am using an ArcView polygon data layer.

This is not necessarily true, there has been some use of moran's I in the
metapopulation literature. See for instance the chapter by Michael Gilpin
in the 1997 Hanski and Gilpin book on metapopulations. Also Epperson has
written quite a few papers on population genetic models using moran's I
for disjunct populations. You do need to be very careful how you define
your wieght matrix.


 
 Another recommendation was to use semivariograms included in
 Geostatistical Analyst with ArcView 8.1, which I will attempt in the
 coming week.
 
 
As above be careful. Geostatistics assummes an underlying continous model
where as in this situation you have sites on the nodes of a graph. The
unsampled locations are really a problem because any measure of
connectivity in your system would need to include all the ponds. 

What is your overall question you are trying to answer? Is it related to
the persistance of the metapopulation? Is it about dispersal? More
information on what you are really trying to ask biologically might help
to suggest an approach.

Nicholas 

 I have a few questions.
 
 My first question is: What is the appropriate test that should be employed
 to determine whether there is spatial autocorrelation given this scenario?
 
 There are approximately 100 natural pools that
 have varying abundances of the plant in question. However, only 32 pools
 were sampled. It was not a random sampling...out of the 100 pools, these
 were the only ones that were not damaged by construction. The other pools
 are still functional, however, and do contain the plant being studied.
 
 On one end of the site most of the pools were sampled, whereas on the other
 end of the site only a few pools were sampled.
 
 So my second question is: Can I really test for spatial autocorrelation if
 we do not have any data for the damanged pools? My concern is that we will
 have a sampled pool with high plant density next to 4 or 5 non-sampled
 pools...will we get the wrong outcome?
 
 I don't know if this makes sense...it's difficult to explain virtually!
 
 If anyone has any suggestions I'd really appreciate it!
 
 Thanks very much in advance,
 Sue
 
 
 ---
 Sue Rodriguez-Pastor
 Dept. of EPO Biology
 University of Colorado
 email address: [EMAIL PROTECTED]
 ---
 
 
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   NC   C==OProgram in Ecology and Evolutionary Biology
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  CHC   N--CH3  http://www.public.iastate.edu/~nlewin
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