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(Exercise) That is, fαˆ is an expression naming the function which takes a function φ to a proposition which asserts f of the class of φs.
It is added via the pimp my library pattern to an object of type M[A] and takes a function from A to a value of type B in a context F as its argument.
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The system will predict how long each route would take, a function that the app does in normal traffic conditions with relative reliability.
To this end, arbitrarily take a function.
Let us take a function defined as (2.37).
Now take a function, that is, is -Hölder continuous on, with.
Any function in is constructed for each interval by taking a function in its primary class, for all and some.
Note from (2.1) that any function in is constructed by taking a function in its primary class for each interval ; for all and some.
Take a function (gin H_{mathrm{rad}}^{1}(mathbb{R}^{N})) normalised in the following way: int _{mathbb{R}^{N}} |nabla g|^{2}=1.
In Theorem 3.3, if we take a function (h=0 ), then we obtain the existence result which is similar to Theorem 3 of Sultana and Vetrivel [14].
(ii) In Theorem 3.3, if we take a function (h=0 ), then we obtain the existence result which is similar to Theorem 3 of Sultana and Vetrivel [14].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com