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Exact(12)
Choosing the function p in Theorems 1-6, we can obtain several new results.
There is no appropriate general method for choosing the function, but some special techniques may be found in [18, 21].
By choosing the function φ, we can obtain a lot of important linear operators, and in consequence new and also well-known classes of functions.
As a result, the degree of freedom available to the sender is in choosing the function π : S ↦ A, its stationary control policy.
In [38 40], the authors illustrated their main results with a list of several corollaries by choosing the function α in different ways.
A sufficient condition to ensure the nonnegativity of the numbers ( K 2 n + 1 ( f Ω ) ) n ∈ N 0 is provided by choosing the function f in Theorem 5.4 additionally as symmetric.
Similar(48)
Choosing the kernel function κ is similar to choosing the mapping function φ.
As the growth function on, we choose the function.
We can choose the function in (H*1) by.
Indeed, for the variational problem [3, ], we choose the function, for, (4.39).
Moreover, in this case, one is also free to directly choose the function (Omega_{31}).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com