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11
awarded  Teacher
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Nov
10
revised f(x+C)/f(x) = const identifies potentiation?
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Nov
10
comment f(x+C)/f(x) = const identifies potentiation?
then, just reverse the the previous example. Namely, you get that $g$ is continuous and thus linear.
Nov
10
answered Finding $a_n$ such that $x^n+a_1x^{n-1}+\cdots+a_{n-1}+a_n$ cannot be factored when $a_1,\cdots,a_{n-1}$ given
Nov
10
answered f(x+C)/f(x) = const identifies potentiation?
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5
accepted Viscosity Solutions
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Jan
14
comment Viscosity Solutions
You are right, thanks. For my purposes, we can assume pretty much everything. So let it be strictly monotone.
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14
awarded  Student
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14
asked Viscosity Solutions