i think it would probably not be insignificant and require devising/learning initial/medial/final/isolate forms for all the letters
suppose i have a finite numeric value less than 1 and greater than or equal to 0, like 0.231
i build a loop which, in each step:
- multiplies the value by 10
- drops the integral component so that only the fractional part remains
e.g. 0.231 → 0.31 → 0.1 → 0.
the loop finishes when the resulting value is 0
clearly this algorithm will terminate for any value in decimal space
will it also necessarily always terminate for any value in floating‐point space?
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