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Frequent Contributor
Posts: 106
Registered: ‎06-03-2016
Accepted Solution

Exploring algorithm development in Smart M.Apps

Hexagon,

 

As an instructive example, could you please implement the Fibonacci algorithm as a Spatial Recipe?

 

More generaly, I'm interested in how variables of type lists, matrices, and kernels are defined, initialized and updated (without the use of auxiliary products, e.g., ERDAS.IMAGINE, etc.). 

 

Regards

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New Contributor
Posts: 3
Registered: ‎06-07-2016

Re: Exploring algorithm development in Smart M.Apps

Well, I was able to knock out Binet's formula pretty easily using Add/Subtract/Multiply/Divide/Sqrt/Power:

 

 

I don't reckon there's any way to do a recursive implementation directly in Spatial Workshop, but then the recursive definition isn't what you'd use practically anyway.

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Frequent Contributor
Posts: 106
Registered: ‎06-03-2016

Re: Exploring algorithm development in Smart M.Apps

Awesome, thank you. Would you happen to know how variables of type lists, matrices, and kernels are defined, initialized and updated? 

 

Regards