Covariates in lgcp

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who

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Apr 7, 2016, 8:02:40 PM4/7/16
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Hello, I was wondering if INLA is the only method to fit a Log Gaussian Cox Process without covariates.

Best regards,

James

Daniel Simpson

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Apr 7, 2016, 8:34:47 PM4/7/16
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Hi James,

There are a number of packages that fit LGCPs.  (We only have one of them, so this information isn't complete.) 

- The lgcp package fits LGCPs using a modern MCMC routine.

- The spatstat package fits LGCPs using non-Bayesian methods (the spatstat::lgcp.estK uses minimum contrast estimation)

- The geostatsp package provides a nice (and easy to use!) wrapper to the INLA package.

I hope this helps.

Dan

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who

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Apr 8, 2016, 8:07:25 AM4/8/16
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Hi Daniel,

first of all thank you very much for the answer. I am interested in MCMC inference and so I am trying to implement the lgcp package. However I have some troubles in fitting the model without covariates; it seems that I must specify a design matrix, but I do not need it in my study. Do you know if it is possible to do it?

Thank you for your time,

Best regards,

James

Daniel Simpson

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Apr 8, 2016, 9:27:49 AM4/8/16
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Sorry. You'll have to contact Ben Taylor who wrote the package. 

Dan
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who

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Apr 8, 2016, 1:47:31 PM4/8/16
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I definitely will.

Thanks again for your help.


Il giorno venerdì 8 aprile 2016 15:27:49 UTC+2, Daniel Simpson ha scritto:
Sorry. You'll have to contact Ben Taylor who wrote the package. 

Dan

On Friday, 8 April 2016, who <reginaele...@gmail.com> wrote:
Hi Daniel,

first of all thank you very much for the answer. I am interested in MCMC inference and so I am trying to implement the lgcp package. However I have some troubles in fitting the model without covariates; it seems that I must specify a design matrix, but I do not need it in my study. Do you know if it is possible to do it?

Thank you for your time,

Best regards,

James

Il giorno venerdì 8 aprile 2016 02:02:40 UTC+2, who ha scritto:
Hello, I was wondering if INLA is the only method to fit a Log Gaussian Cox Process without covariates.

Best regards,

James

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