Three Mathematica® 7 notebooks and three PDF files containing probabilistic growth and mortality models.

Files in .nb format:

NOTE: The original Mathematica* 7 notebook files may be downloaded using the following links. A Mathematica* notebook is a text file whose contents may first appear in your browser's window. The text of the file should be saved using its original filename to the usual location on your hard disk where your browser saves files. If the file text appears in your browser's window, wait for the end of the file to appear and then select 'Save As...' from the 'File' menu. Be sure that the specified file 'Format' is 'Text'. Unless you change it, the name under which the file is saved will be the same as the name of the original file. If you do change the file name, do not remove '.nb' from the end of the name. The saved file can then be opened with Mathematica* 7 if it is installed on your computer.

Click here to download a Mathematica* 7 notebook (216K) that uses a 4-parameter model ==> nCells 4-param double logistic.nb

Click here to download a Mathematica* 7 notebook (256K) that uses a 5-parameter model ==> nCells 5-param double logistic.nb

Click here to download a Mathematica* 7 notebook (248K) that uses a 6-parameter model ==> nCells 6-param double logistic.nb

Files in .pdf format:

NOTE: If you do not have Mathematica* 7 installed you can download PDF versions of the files below and use the free Adobe Reader® application to examine them.

Click here to download a PDF file version (236K) of the Mathematica* 7 notebook that uses a 4-parameter model ==> nCells 4-param double logistic.pdf

Click here to download a PDF file version (256K) of the Mathematica* 7 notebook that uses a 5-parameter model ==> nCells 5-param double logistic.pdf

Click here to download a PDF file version (252K) of the Mathematica* 7 notebook that uses a 6-parameter model ==> nCells 6-param double logistic.pdf

* Mathematica® is a registered trademark of Wolfram Research, Inc.
You can get more information about Mathematica by visiting the web site of Wolfram Research at: http://www.wolfram.com/


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Content last updated: November 30, 2009