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Exact(33)
Let a be a small function of f and g.
Obviously, η is a small function of (e^{P z)}).
Suppose that α is a non-zero small function of f ( z ).
Note that (deg P > deg Q), so (e^{Q}) is also a small function of h.
Then we say that a is a small function of f.
A meromorphic function is called a small function of if and only if.
Similar(27)
Let and be small functions of and.
Denote the set of all the small functions of (f z)) by (S f)).
associated with f, where a j are small functions of f for j = 1, 2, …, k.
In what follows, we use S ( f ) to denote the set of all small functions of f ( z ).
Suppose that (R z)), (p_{1} z)), (p_{2} z)) are small functions of f and (alpha _{1}), (alpha_{2}) are nonconstant polynomials.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com