I was reading about how cones and rods work and simplifying a lot how they work I noticed that there are 2 differences:
The first difference is the granularity of connections:
- Multiple (hundreds to thousands) rods connect per neuron, summing up all their inputs. This ensures the animal can still see even if only a few get excited with photons. The cost of it is worse visual detail.
- Only a few (even just one in the fovea) cones per neuron. This ensures each neuron collects a smaller visual field space, producing more detail. But each neuron collects fewer photons, making it less sensible to light.
The other difference is that cones have a complement system to compare different colours.
But this arrangement of cones and rods seems to be avoidable if each cone had two neural connections rather than one. That is, one behaves like cones do (few connections per neuron + complement system) and the other behaves like rods do (many connections per neuron).
To make the case more visually understandable:
(The colour of cables is just different to avoid overlaps)
The advantages of such a new layout look obvious to me: since there are no rods + cones, just cones, the entire eye has good colour vision and good dim-light vision, as each photoreceptor does the work of both.
Even more, depending on how you connect the cones (A) or (B) you can get additional benefits. On (B) dim light is still classified by colour, so maybe colour vision could be retained by applying the complement system. On (A) different coloured cones averages, compensating their light collection range, which I think would make dim-light better, at least compared to having a single type of photoreceptor which only has one colour peak.
My question is, Does any of both (A) or (B) layouts work? Does it contain any problem compared to the current wiring which I am missing? Could something like this have evolved in a different world or in Earth if life restarted (i.e.: is it plausible)?
Note: I didn't use the tag hard science because this is kind of speculative, but any citation to papers or detailed answer of why this doesn't/does work would be appreciated.