Arithmetic mean, lambda(.), or geometric mean of lambda?

questions concerning analysis/theory using program MARK

Postby cooch » Fri Feb 13, 2009 4:17 pm

dhewitt wrote:
But I digress


Indeed


I resemble that remark. ;-)
cooch
 
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Re: Clarifications on geometric mean

Postby cooch » Sun Dec 21, 2014 11:12 pm

...the main point is that our best estimate of the stochastic growth rate is, in fact, 1/t X sum (log(lambda)), which is related to the geometric mean as Dave points out. I had lapsed into the standard convention which is to report stochastic growth rate on the log scale (given the log-normal distribution of abundances in a stochastic projection).


I've just updated Chapter 13 (which deals with Pradel models) to work through this in more detail. Section 13.6. Depending on your browser, the following should take you right to it:

http://www.phidot.org/software/mark/doc ... df#page=18
cooch
 
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