The phrase "a function which has" is correct and usable in written English.
It can be used when describing a specific characteristic or feature of a function in mathematics, programming, or other contexts.
Example: "The function which has the highest value in the dataset is crucial for our analysis."
Alternatives: "a function that possesses" or "a function exhibiting".
If you use a function which has not been declared, Fortran will try to use the same implicit typing used for variables, probably getting it wrong.
The Dynamic Surface Extension representation can be thought of as dual to level set representation: The defining fields involve single valued variables which are constant at each time along lines that are normal to the evolving surface, whereas level set techniques involve a function which has constant values on the evolving surface and neighboring surfaces.
The characteristic function of a predicate is a function which has the value TRUE or FALSE when given appropriate arguments.
By a proper solution of (1.6) on we mean a function which has a property that and satisfies (1.6) on.
A function which has continuous second derivative on and satisfies (1.1) for all is called a solution of (1.1).
The function f is a function which has a value close to 1 when l C', total is high.
The embedding of a psychophysical function in a performance function yields a psychometric function, which has both a controllable objective input and an observable behavioral output.
Brackley and Turner [11] study a neural field with a gain function, which has a random firing threshold.
But analysis of the new study data revealed that a better fit was a shape called a biexponential function, which has two phases.
end{aligned} Therefore the function (f_{S,k} x,t b,u,v)) is a meromorphic function which has a pole at (x=u).
Most studies hypothesize a fitness function, which has an optimum in the middle of the triangular region [ 15, 35, 36].
