05-10-2022, 12:32 AM
There is a social spectrum among insects that ranges from eusocial (what people might refer to (superficially) as a "hive mind"), to solitary (no connection to other insects).
I found this chart that details this spectrum:
https://i.imgur.com/Bz1FviB.jpg
I'm wondering if your application of math and geometry-based communication would be more or less successful with one or the other end of the spectrum. It's tempting to think it would be more successful among insects who work together.
I think it's been pretty well established by entomologists that insects communicate with vibration, and that this can extend through different elements, such as tiny currents of air, shifting of sands, or ripples in water. I wonder how that might be synced with number, size and shape of objects.
I found this chart that details this spectrum:
https://i.imgur.com/Bz1FviB.jpg
I'm wondering if your application of math and geometry-based communication would be more or less successful with one or the other end of the spectrum. It's tempting to think it would be more successful among insects who work together.
I think it's been pretty well established by entomologists that insects communicate with vibration, and that this can extend through different elements, such as tiny currents of air, shifting of sands, or ripples in water. I wonder how that might be synced with number, size and shape of objects.
