Earlier quoted context omitted.
> The exact list is up for debate, and currently undergoing change. My strong impression is that even the roots of the tree are debated, with competing models that often change. > The four-kingdom system should have died out decades ago First, hopefully not! :) Second, I think it's used because it's the last stable model. Third, it's a model that the public can understand - theres no point in even trying to use "Arch…
Children can memorize all 50 US state capitals, they can memorize a handful of scientific names. If we really wanted to, we could teach them a much more accurate view of the tree of life. Also, I don't think the four-kingdom system has been taught in schools for a while? I went to high school in the late 90s and it wasn't taught then. It's strange to see people promoting it online in 2025. If adults want to remain ig…
It's unlikely you understand relativistic mechanics unless you learn and practice Newtonian for a few years, then many people stop there and never go for relativism.
It's unlikely you understand Peano axioms without first spending years just working with numbers, completely disregarding the formal foundations. Then many people stop there and never study the formal math.
It's unlikely you understand electron configurations and orbitals without first imagining electrons orbiting the nucleus like earth is orbiting the sun. And even that part you won't understand until you master the false concepts of "sunrise" and "sunset".
You can't climb the ladder without stepping on the first step. I've been studying for many years, observing people around me, I also did a fair share of teaching myself. The purist approach that avoids oversimplifications inevitably leads to disaster. There are maybe 1-2 kids in the class who can "jump the ladder", the rest are left on the ground helpless and confused.
Another curious observation: when I found myself in that role of a kid jumping the ladder in a purist class, I did that by secretly building a false ladder of my own. When professor said "Banach space" I would imagine Euclidean or Hilbert spaces and would get correct intuition half the time. The other half I would remember and use it to understand the difference. Most of others suffered dearly, unable to grasp anything at all, seeing the glass bead game instead of vectors and functions. And we were 20 years old back then, not even that small.