Numerals are a calculation method. They have nothing much to do even with the development of number theory, never mind the _rest_ of advanced mathematics, the foundations of which were primarily laid by people who didn't even have the advantage of the relatively systematic Roman numerals. Rational vs. irrational numbers, the peculiar properties of 0 and 1 [the numbers, not the symbols for the numbers] and the operations that manifest those properties, quadratic, cubic and Diophantine [even special cases of biquadratic] equations, trigonometry, plane and elements of spherical geometry, even an early notion of limits, all these things predate Arabic numerals by as much as - or more than - a thousand years. And it took another thousand years or more _after_ that for many equally fundamental concepts to be worked out. Not because of some magical ease of calculation using the Arabic system, since many of them don't involve numerical calculations, but because they're fundamentally weird things to wrap one's head around and people don't bother until they start to see a use for them.
Sure, place notation simplifies dealing with huge stacks of numbers, but that Safehold wasn't well down the road to modern math has far more to do with the Church's view on doing _anything_ differently, and the fact that the socio-economic matrix didn't raise or actively discouraged asking the questions that more complex maths helps so elegantly to answer, than it does with how time-consuming cranking through the calculation was.
n7axw wrote:No. Numerals are not proscribed. But the point is that what is proscibed and what is not depends on who is interpreting the proscriptions. There are intendants out there for whom change is proscribed. Clyntahn himself tends to be in that category. One of the things he had against Charis in the beginning was its readiness to adapt to change. And numerals would fall into that category.
Don
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