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Talk:Bilinear interpolation: Difference between revisions
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added a section header to the first topic to properly place the table-of-contents (TOC) --- (this happens more often than one would think).
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== What is the task? ==
What is the task? Right now, it's just a description and some examples. –[[User:Dkf|Donal Fellows]] ([[User talk:Dkf|talk]]) 12:44, 28 August 2013 (UTC)
== J Implementation? (and more "what is the task here?") ==
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But some parts of it mystify me. For example, there is the commented out implementation of <code>combinations</code> which seems to be another alternative for the [[Combinations#J|Combinations]] task. But the only use of that routine is to compute <code>2 comb 3 [ require'stats'</code> and even that is commented out. Why is that there?
Also, there's the structures <code>CORNERS</code>, <code>N2</code> and <code>N3</code>. <code>CORNERS</code> is <code>_1+2*#:i.4</code> and <code>CORNERS</code> is also a prefix of <code>N2</code>. But the prefix of <code>N3</code> is <code>(|."1)_1+2*#:i.8</code> and that <code>(|."1)</code> part seems arbitrary, so I'm wondering how much of the rest of these constants is arbitrary. The use of A. already hints at something a bit arbitrary, and I guess I'd like to understand that better.
And, finally, the page suggests this be used for image processing, which in turn suggests something like the approach used in the [[Image_convolution#J|Image convolution]] task. (And, also, that only the 2 dimensional cases are relevant as anything other than exposition.) But that mostly just reminds me that [[User:Dkf|Donal Fellows]]'s question (above) remains unanswered. And, I guess I don't really understand what this task is about yet.
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Then again, I'm not at all clear what the Rosetta Code task here should be... --[[User:Rdm|Rdm]] ([[User talk:Rdm|talk]]) 23:14, 26 July 2015 (UTC)
:I unilaterally decided on a task, but I'm open to discussion. Most people use bilinear interpolation for image enlargement. --[[User:TimSC|TimSC]] ([[User talk:TimSC|talk]]) 07:54, 16 December 2016 (UTC)
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