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asked 3 years ago

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Rewrite log in exponents

Does there exist a method in Sage's symbolic ring that would be able to (automatically) rewrite expressions such as 3logn into nlog3?

Rewrite log in exponents

Does there exist a method in Sage's symbolic ring that would be able to (automatically) rewrite expressions such as 3logn into $n^{\log 3}$? 3}$?

Here I assume that n is a positive integer.

Remark: I am quite surprised (and therefore pessimistic for my question) by the following:

sage: [bool(3^(log(i)) == i^(log(3))) for i in range(1, 12)]
[True, True, True, True, False, False, True, False, True, False, False]