Using GPT-3 to pathfind in random graphs

Re:Using GPT-3 to pathfind in random graphs by ALittleLight on Saturday September 24, 2022 @03:29AM (#32960426)

I've been messing with the prompt a little bit and tried to get it to spell out what it thinks is happening. (I changed the name of gloober Blue to gloober Lovely just to make it easier to read). Continuation is at the asterisk.

    Every turn each gloober flomps the same gloobers. If a yellow gloober flomps a blue gloober then the blue gloober turns yellow, otherwise, gloobers stay the same color.

    1. gloober Roy flomps gloober Zoo
    2. gloober Roy flomps gloober Bat
    3. gloober Zoo flomps gloober Bat
    4. gloober Zoo flomps gloober Crystal
    5. gloober Crystal flomps gloober X-Ray
    6. gloober Bat flomps gloober Lovely

    gloober Zoo is the only yellow gloober.  Write the turn and which gloobers are yellow.

    1. Yellow gloobers - Zoo.
    2. Yellow gloobers -* Zoo, Bat.
    3. Yellow gloobers - Zoo, Bat, Crystal.
    4. Yellow gloobers - Zoo, Bat, Crystal, X-Ray.
    5. Yellow gloobers - Zoo, Bat, Crystal, X-Ray, Lovely.
    6. Yellow gloobers - Zoo, Bat, Crystal, X-Ray, Lovely.

Other than thinking the spread of yellow is limited to one gloober at a time, this seems right.

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Re:Using GPT-3 to pathfind in random graphs by codetrotter on Saturday September 24, 2022 @09:19AM (#32962320)

> Other than thinking the spread of yellow is limited to one gloober at a time, this seems right.

Yup. Here are the results I get when manually applying these rules myself.

Here I mention only the flomps that change gloobers to become yellow.

Turn 1: Zoo is yellow.

Turn 2: Zoo flomps Bat, turning Bat yellow. Zoo flomps Crystal, turning Crystal yellow.

Turn 3: Crystal flomps X-Ray, turning X-Ray yellow. Bat flomps Lovely, turning Lovely yellow.

In other words it would be:

1. Yellow gloobers - Zoo.

2. Yellow gloobers - Zoo, Bat, Crystal.

3. Yellow gloobers - Zoo, Bat, Crystal, X-Ray, Lovely.

So it’s got the order correct, and like you said it’s just that it thinks only one gloober is flomped each turn.

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