Difference between revisions of "Analytica User FAQs"

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= [[/Installer Issues]] =
 
= [[/Installer Issues]] =
  
= Memory Issues =
+
= [[Application Issues]] =
 
 
See:
 
* [[How To Access More Memory]]  
 
* [[Managing Memory and CPU Time for large models]]
 
* [[Profiling Time and Memory Usage]]
 
 
 
= Basis Application Issues =
 
 
 
== Windows in Analytica open slowly in Windows Vista ==
 
 
 
''Resolved in Analytica 4.1.0''
 
 
 
When you open a window inside Analytica, such as an object window, diagram, etc., a small animation occurs that makes it appear that the window is expanding from a point.  Normally this animation flashes by in less than 1/10 of a second.  However, when you have the ''Windows Aero'' color scheme selected in Windows Vista, this small animation runs in slow motion and takes several seconds. 
 
 
 
Other aspects of Analytica's speed are not impacted.  For example, evaluation of models is not slower. 
 
 
 
To avoid this problem in Windows Vista, simply change the color scheme to any of the color schemes other than ''Windows Aero''.  To change the color scheme, follow these steps:
 
* Right click on the desktop, select '''Personalize'''  (This jumps to the '''Control Panel → Personalization''' dialog).
 
* Click on '''Window Color and Appearance'''
 
* Select '''Open classic appearance properties for more color options'''
 
* In the ''Color Scheme'' list, select anything other than ''Windows Aero''.
 
  
 
= Analytica Expression FAQs =
 
= Analytica Expression FAQs =

Revision as of 06:05, 7 August 2008

/Training and Consulting Help

/Reference Materials and Additional Reading

/Sharing Models

/Application Integration

/ADE

/Installer Issues

Application Issues

Analytica Expression FAQs

(In progress -- two things need to occur. Common questions need to be collected here and organized, and then answers need to be added. Feel free to contribute to either aspect)

Array Abstraction

  • How do I access a single row of an array?
  • How do I represent a square matrix?
  • How do I re-index an array, exchanging one index, I, for another of the same length, J?
  • How do I aggregate an array from a fine grain index (e.g., days) to a coarser index (e.g., months)?

Distributions

  • How do I generate independent distributions across an index, for example, so that Noise := Normal(0,1) is independent for each time point t?
  • How do I define a chance variable so that its uncertainty is correlated with an existing chance variable?

User-Defined Functions

  • How do I create my own User-Defined function?
  • How do I create a custom distribution function?

How do I model X (Depreciation)?

  • Depreciation (offset in time)?

To model depreciation, two inputs are required: 1) a schedule of spend to be depreciated 2) a depreciation schedule

For this example, the index time is 10 year series with a constant startYear=2008 time:=sequence (startYear,startYear+9,1)

Example depreciation schedule is a 5yr MACRS depreciation schedule entered as a variable: Table(time)(.2,.32,.192,.1152,.1152,.0576,0,0,0,0)

SpendOverTime is a variable indexed by time with the capital spend amounts as desired: table(time)(0,0,111,0,0,0,0,0,0,0)

Create a user defined function: Function_Depreciation, Parameters: (SpendOverTime,DepreciationSchedule), Definition: index depr_years = copyindex(time); var deprStartyr:=time; sum(if time-depr_years+1<1 then 0 else slice(SpendOverTime,time,Depr_years-startYear+1)*slice(depreciationSchedule,time,time-depr_years+1),depr_years)

Then create a depreciation test variable to check the result Variable: DepreciationTest definition: function_Depreciation(spendOverTime,DepreciationSchedule)

What does Analytica use to represent missing values?

Analytica has no special MissingValue constant.

I would recommend using Null. However, because Analytica does not interpret this (or any other constant) as meaning a missing value, you will need to insert appropriate conditional logic to deal with the missing values in the appropriate fashion. For example:

Sum( MaybeMissing(x), I )

Product( MaybeMissing(x,1), I )

where Function MaybeMissing( x ; defX : optional )

Definition: if x=Null then if IsNotSpecified(defX) then 0 else defX else X

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