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We consider the space of linear functionals in the space, and we use the notation, for the functional value of the function.
The fuzzy real-valued sequence denotes the value of the function at and is called the th term of the sequence.
Any return value of the function is ignored.
The value of the function f at argument x.
The return value of the function executed by the task gathered by the last ParallelContext.working call.
Returns the value of the function at coordinate represented by v.
He then showed that if f(x) is continuous at a, the limiting value of the function as x tended to a was indeed f(a).
One way to determine this is by going back to the original definition and finding the value of the function at immediately adjacent points.
Unfortunately for this example, Riemann's integral is based on the assumption that over sufficiently small intervals the value of the function changes by only a very small amount.
If x varies from 0 by any small positive amount, the value of the function jumps by the fixed amount 1, which is not an arbitrarily small amount.
The problem with his method was that vertical direction: vertical slices permit wild variation in the value of the function within a slice.
More suggestions(15)
value of the job
significance of the function
value of the authority
value of the operation
value of the work
value of the duty
importance of the function
value of the capability
value of the employment
amount of the function
value of the assignment
value of the jobs
value of the functional
value of the works
high value of the function
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