Downloads and Online Simulations

Models - Technical Details
 
 
Details of Models
Limited Enthusiasm 
Births, Deaths & Reversion 
Renewal
Discipleship
Membership
Migration
 
Details of Results
Summary of Results
Short Term Revival 
Long Term Growth
Long Term Decline
Growth via Renewal
Discipleship
Membership
Migration
 
References & Bibliography 
Mathematics of Church Growth
Church Growth 
Revival 
System Dynamics 
Sociology of Religion
Epidemics 
Social Diffusion


Publications
Articles
Defence of Church Growth Modelling
Contemporary Revival-Like Movements
Church Growth Model Building Series
 

Models

Church growth models have been developed with system dynamics and implemented in Stella 9.1 produced by ISEE Systems. It is hoped to make as many as possible available on this website so that people can try simulations for themselves. The web-based versions are hosted by Forio Simulate, from whom the original Stella 9.1 model is also available.

  • Limited Enthusiasm Model - This is the equivalent of the model in Mathematical Modeling of Church Growth, and is used in all the listed publications.
  • Discipleship Model - This is the first model developed as part of the Cymru Institute for Contemporary Christianity. This is level 1 of the model - measuring discipleship.
  • Limited Enthusiasm Model with Migration. A variation on the published model showing the effect of a church in a growing community. The community could be growing through inward migration or through the church extending its influence, perhaps by church planting or wider exposure.
  • Limited Enthusiasm with Births Deaths and Reversion. This is the model described in the 2005 paper and that has been used to investigate the status of denominations with regard to extinction, survival or revival.

 


Models - Technical Details

Church Growth models have all been developed using system dynamics, although some did originate as mathematical models using ordinary differential equations. The standard method is to analyse and test the models using mathematics, simulation and system dynamics techniques. The models have been implemented in Stella 9.1, Berkeley-Madonna simulation software, Mathcad and in the author's own programs written in the Ada programming language. It is the Stella 9.1 versions that are available as they are the most accessible.
 
 

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