- #1
DaTario
- 1,039
- 35
Hi All,
Is there any sense in proposing an extension of the principle of the uniqueness of fatorization to rationals by allowing the exponents of the prime numbers to be integers numbers (except 0) and not only natural (except 0)?
For example, ## 3.5 = 2^{-1} \times 7 ##
Best wishes,
DaTario
Is there any sense in proposing an extension of the principle of the uniqueness of fatorization to rationals by allowing the exponents of the prime numbers to be integers numbers (except 0) and not only natural (except 0)?
For example, ## 3.5 = 2^{-1} \times 7 ##
Best wishes,
DaTario