function?globalExtinctionProb?=?metapop（tau）
%metaPOP?A?metapopulation?simulation?model
%???metaPOP（TAU）?runs?the?metapopulation?simulation?described?in?the
%???November?2003?MATLAB?News&Notes?article?“Monte-Carlo?simulation?in
%???MATLAB?using?copulas“.

%???Copyright?2009?The?MathWorks?Inc.
%???Revision:?1.0??Date:?2003/09/05
%
%???Requires?MATLAB?R13?including?Statistics?Toolbox?

%?The?metapopulation?model?will?include?3?subpopulations?and?weill?run
%?over?100?time?steps?（years）.
npops?=?3;
nyears?=?100;

%?In?each?time?step?there‘s?a?3%?chance?of?extinction?for?each
%?subpopulation?and?a?25%?chance?that?an?active?population?will?recolonize
%?a?locally?extinct?one.
probLocalExtinction?=?.03;
colonizationRate?=?.25;

%?Compute?the?linear?correlation?parameter

?屬性????????????大小?????日期????時(shí)間???名稱
-----------?---------??----------?-----??----
?????文件????????1551??2009-06-18?15:19??license.txt
?????文件????????3241??2009-06-18?15:18??metapop.m
?????文件?????????344??2009-06-02?17:01??readme.txt