User Tools

Site Tools


en:ecovirt:roteiro:den_ind:di_ed_base

Differences

This shows you the differences between two versions of the page.

Link to this comparison view

Both sides previous revision Previous revision
Next revision
Previous revision
en:ecovirt:roteiro:den_ind:di_ed_base [2022/09/19 13:41]
127.0.0.1 external edit
en:ecovirt:roteiro:den_ind:di_ed_base [2022/09/19 13:43] (current)
Line 149: Line 149:
 We can test this by simulating several populations with initial size $N_0=20$ and averaging the time they take to reach $N=10$. Set the simulation to: We can test this by simulating several populations with initial size $N_0=20$ and averaging the time they take to reach $N=10$. Set the simulation to:
  
-* ''​Maximum time'':​ 3 +  ​* ''​Maximum time'':​ 3 
-* ''​Number of simulations'':​ 1000 +  * ''​Number of simulations'':​ 1000 
-* ''​Initial size''​ : 20 +  * ''​Initial size''​ : 20 
-* ''​birth rate''​ :  0 +  * ''​birth rate''​ :  0 
-* ''​death rate'':​ 0.693+  * ''​death rate'':​ 0.693
  
 The graph will be covered with lots of lines, but we are interested in the value of //Halving time//. Is it near the theoretical value? Now change the population initial size to 80, keeping the other options unchanged and run the simulation again. The graph will be covered with lots of lines, but we are interested in the value of //Halving time//. Is it near the theoretical value? Now change the population initial size to 80, keeping the other options unchanged and run the simulation again.
Line 263: Line 263:
  
 ====== To learn more ====== ====== To learn more ======
-* Renshaw, E. (1991). Modelling biological populations in space and time Cambridge University Press. //This tutorial is inspired on the second chapter of this book, which is a great introduction for stochastic models of births and deaths//.+  ​* Renshaw, E. (1991). Modelling biological populations in space and time Cambridge University Press. //This tutorial is inspired on the second chapter of this book, which is a great introduction for stochastic models of births and deaths//.
  
-* Akçakaya H.R., Burgman M.A & Ginzburg, L.V. (1999). [[http://​www.ramas.com/​apppopn.htm|Applied population ecology - Principles and computer exercises using RAMAS EcoLab]]. //Another very didactic book, with computer exercises using the proprietary software [[http://​www.ramas.com/​ecolab.htm|RAMAS ecolab]]. The chapter two is a great introduction on the sources of stochasticity in population dynamics.//+  ​* Akçakaya H.R., Burgman M.A & Ginzburg, L.V. (1999). [[http://​www.ramas.com/​apppopn.htm|Applied population ecology - Principles and computer exercises using RAMAS EcoLab]]. //Another very didactic book, with computer exercises using the proprietary software [[http://​www.ramas.com/​ecolab.htm|RAMAS ecolab]]. The chapter two is a great introduction on the sources of stochasticity in population dynamics.//
  
-* [[http://​cmq.esalq.usp.br/​BIE5781/​doku.php?​id=01-discretas:​01-discretas|R tutorials]] about the discrete probability distributions,​ from the course on [[http://​cmq.esalq.usp.br/​BIE5781|Statistical Modeling]] of the graduate program in ecology from the University of São Paulo. These include tutorials about the binomial and negative binomial distributions.+  ​* [[http://​cmq.esalq.usp.br/​BIE5781/​doku.php?​id=01-discretas:​01-discretas|R tutorials]] about the discrete probability distributions,​ from the course on [[http://​cmq.esalq.usp.br/​BIE5781|Statistical Modeling]] of the graduate program in ecology from the University of São Paulo. These include tutorials about the binomial and negative binomial distributions.
  
en/ecovirt/roteiro/den_ind/di_ed_base.txt · Last modified: 2022/09/19 13:43 (external edit)