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Let u, v be two inner functions in (mathfrak I_c).
Similar(58)
These are two distinct functions.
Governing and managing are two different functions.
There are three different functions.
Assume X and Y are two spaces of analytic functions in the unit disk D with X ⊆ Y. Let θ be an inner function.
That is one of their functions.
[10] Let u be an inner function.
Let I be an inner function dividing I f.
There are two main groups: the Inner and Outer Hebrides.
Both (B z)) and (S z)) are inner functions.
Both (Theta_{d}) and (Theta_{m}) are diagonal-constant inner functions, i.e., diagonal inner functions, and constant along the diagonal.
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