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We prove superstability of the functional equation in the class of functions.
Now we introduce a class of functions.
The class of functions considered here is strictly larger.
These two sets are, as a class of functions, equivalent.
Now, let denote the class of functions satisfying the following.
Let denote the class of functions of the form.
Let denotethe class of functions which are analytic in, where.
This class of functions is denoted by (GK^{2}_{s} ). .
First, we introduce a special class of functions.
Let be the class of functions of the form (1.1).
We note that Θ contains a large class of functions.
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CEO of Professional Science Editing for Scientists @ prosciediting.com