Questions about Trees (2020)
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Questions about Trees (2020)
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Re: Questions about Trees (2020)
#2Re: Questions about Trees (2020)
#3"A model is the Marie Kondo version of nature—relentlessly decluttered and tidied up. Sometime important parts get tossed out ... Would we learn more if all those aspects of life in the woods had a place in the equations or the algorithms?"
I often design very large planting schemes and there are some genuinely useful approaches to randomness explored here.
And he's written 'Foolproof, and Other Mathematical Meditations' which I'll be tracking down asap.
Re: Questions about Trees (2020)
#4Anyway, this doesn't really impact the article, which just uses the trees of MA as a framing device (narrative framing, that is, rather than for example house framing). I just thought it was a neat bit of trivia.
Re: Questions about Trees (2020)
#5Re: Questions about Trees (2020)
#6Thanks for posting baradhiren07, Brian Hayes is a great find as so many theoretical ecologists are so model-oriented their works and thoughts are not applicable in forest, field or meadow. "A model is the Marie Kondo version of nature—relentlessly decluttered and tidied up. Sometime important parts get tossed out ... Would we learn more if all those aspects of life in the woods had a place in the equations or the alg…
Re: Questions about Trees (2020)
#7Niche assembly: every survival must have its own unique edge of advantage. I guess I'm most convinced by this. The counter-argument is "how can every specie has its unique edge?", but it could also be that we have not yet discovered it.
Natural drift: if everyone is equally fit and the system is large enough, then they can all survive (for a long time). But how come is everyone equally fit? The response is "since everyone survived (as we observe), everyone must be equally fit".. Honestly I'm not convinced by this logic.
Social distancing: trees practice social distancing to defend enemies, so diversity comes in. If tree-killing pests are all staying on one tree and kill its offsprings around it (but cannot kill the original tree since it's too large), then this theory seems plausible. I have no idea if this is true in the forests though..
Re: Questions about Trees (2020)
#8This is very interesting but what about the effects of mycorrhizal networks? I could be mistaken, but I was under the impression that it has been demonstrated that these networks interact with the root system of trees to trade nutrients. Couldn’t that sort of thing level the playing field and alter the typical evolutionary processes we would expect?
Re: Questions about Trees (2020)
#9Very interesting article. The discussion on the three models and their own deficiencies are quite interesting. Niche assembly: every survival must have its own unique edge of advantage. I guess I'm most convinced by this. The counter-argument is "how can every specie has its unique edge?", but it could also be that we have not yet discovered it. Natural drift: if everyone is equally fit and the system is large enough…
People don't get that evolution selects for one thing only: continuation of your branch of the process. No other measuring stick. Genes, cells, multicells etc. just exist and some are better at continuing to exist, and they do that by finding niches for themselves. Once everyone found one, they are all equally fit. But we still have cultural narratives of humans at the "pinnacle of evolution" as if there is a big (abrahamic...) judge in the sky ranking species linearly. So we struggle really appreciating the trippy "goal" of evolution
Re: Questions about Trees (2020)
#10This is very interesting but what about the effects of mycorrhizal networks? I could be mistaken, but I was under the impression that it has been demonstrated that these networks interact with the root system of trees to trade nutrients. Couldn’t that sort of thing level the playing field and alter the typical evolutionary processes we would expect?
Yes, the work of Suzanne Simard ( https://suzannesimard.com/ ) and others should also be factored in - although I wonder if the models exist for this yet.