Program for computing seismic hazard

coefficient of variation (CoV)

coefficient of variation (CoV)

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  • Last Post 03 April 2019
Stephen Irinyemi posted this 12 February 2019

Please can I know how to calculate coefficient of variation (CoV) in R-CRISIS?

 what is N and k represent.

Thanks

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Content_Manager posted this 11 March 2019

Dear Stephen,

The coefficient of variation you are asking for is applicable for a Bayesian approach in which gamma distribution is assumed for beta and lambda a priori distribution (k is a parameter of gamma distribution). If you desire to use this methodology, you have to define this parameter based on your experience and knowledge of the problem. But, if you are planning to use the maximum likelihood approach, this just is a particular case of the more general Bayesian method in which the coefficient of variation of beta would be:

Where N is the number of records you used to calculate the seismicity parameters; this definition also applies for the Bayesian approach.

 

For more information about how to calculate beta and lambda parameters by means of maximum likelihood approach, you may look for Ordaz & Giraldo (2018) methodology.

 

Ordaz, M. G., & Giraldo, S. (2018). Joint Maximum Likelihood Estimators for Gutenberg-Richter Parameters λ0 and β Using Subcatalogs. Earthquake Spectra, 34(1), 301–312. https://doi.org/10.1193/092816EQS162M

 

Thank you for your preference and interest in R-CRISIS.

 

Best regards,

Nikos Vavlas posted this 25 March 2019

Hello, is there any way to have a copy of the paper you are refering?

I do not currently have acces to it.

Thank you.

Content_Manager posted this 01 April 2019

Dear Nikos,

In the following link you will find a copy of this paper together with its supplementary material.

Ordaz & Giraldo (2018)

I hope you find this material useful.

 

Best regards,

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Nikos Vavlas posted this 03 April 2019

Thank you very much.

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