Indeterminacy
Let's consider this function:
Any power of 1 will be 1.
Based on the properties of exponents, f(x) will be +1 for all even x, and -1 for all odd x.
So, this function's values do not get closer to a point. It does not converge.
These values do not get further and further from a point, either. This function does not diverge either.
But, it also does not remain the same. It "oscillates" between either -1 or 1.
Such a function or sequence is Indeterminate.
You will now learn about Function Symmetries