ExUtumno

Joined 10 years ago

Karma
530
Submissions
28
Member since
Aug 10
https://github.com/mxgmn
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Recent submissions

Comment · 4 years ago
Author here, I'll try to answer questions/comments in this post!
Comment · 4 years ago
Thanks for reposting, I don't mind.
Comment · 4 years ago
Thanks! I would have probably never known about Markov algorithms if I were not taught them in 8th grade =)
Comment · 4 years ago
Comment · 10 years ago
At first I thought that my methods don't offer anything new to text generation besides the Markov chain, but several people already proposed ideas that sound sensible, so let me know if you make anything!
Comment · 10 years ago
Comment · 10 years ago
Comment · 10 years ago
In overlapping models we store probabilities for NxN blocks of colors/tiles. In non-overlapping models we store probabilities for individual colors/tiles.
Comment · 10 years ago
Yes, (C1) is a constraint problem. But we also want to satisfy (C2) as close as possible, otherwise we could have just colored some outputs in a single color.
Comment · 10 years ago
A very good question! The opposite of it is also important, can we follow some heuristics while creating tilesets to minimize contradiction rates, but not making tilesets easy? I don't know. If someone knows please tell me.
Comment · 10 years ago
We need to interpret those coefficients somehow. Real coefficients can be interpreted as mixing of colors, but for complex ones I don't see a good interpretation.
Comment · 10 years ago
I'm not experienced with the license law, but people told me that it's better to have license text in source files themselves, because I have samples in the repo that I have no idea who has rights for.

The license is MIT.

Comment · 10 years ago
I wonder too =). But it'll run like forever on a high res image. For high res image you want to use something like texture synthesis, see my reply to fitzwatermellow for more.
Comment · 10 years ago
If you use overlapping model (there are 2 models in the repo) with 1xN patterns, it would be a the same as (N-1)th order Markov chain.

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