In the integrand was the product of the exponentials, which, of course, was the exponential of the sum of terms like eL. ❋ Unknown (1972)
Moreover, if a meromorphic integrand has simple poles in the complex plane, it is impossible to choose an antiderivative continuous along every imaginable path in the complex plane – because of branch cuts in. ❋ Unknown (2008)
After all, if we plot the integrand, we can see that it is positive throughout the range 0 to 2π: ❋ Unknown (2008)
The formula above should be integrated over different frequencies with an appropriate weight, and the parameters of the integrand C0,T0 would depend on the frequencies. ❋ Unknown (2006)
Of course, to do it properly, you need to integrate over all the channels, as Lubos noted in #9: “The formula above should be integrated over different frequencies with an appropriate weight, and the parameters of the integrand C0,T0 would depend on the frequencies.” ❋ Unknown (2006)
I think the next step would be a change of variables where we want to replace n with (x-mu)/sqrt(mu) and we would do this by knowing that the probability density function is an integrand thus our rules of substation for integration would apply. ❋ Unknown (2006)
UNIDENTIFIED MALE: The total integrand has to be continued. ❋ Unknown (2005)
We are very pleased with the acquisition of Energy Steel, its performance, the strength of its management team and it's a nice fit integrand.
The quantity in parentheses is the integrand of the outer integral. ❋ Unknown (2010)
This use of double integrals to calculate areas may seem like excessive make-work, and using "1" as the integrand may seem boring, but this sort of analysis is the basis for everything we will do. ❋ Unknown (2010)
In more complicated problems, such as finding the total electric charge, we might replace the inner integrand ( "1" in the present example) with the density of electric charge, which could be a function of x and y. ❋ Unknown (2010)
Let's look at the integrand, and its geometrical interpretation, more carefully. is the height of a thin vertical strip of the circle, at a given x. ❋ Unknown (2010)
The integrand (what is being integrated) blue line ❋ Unknown (2009)
Evaluating an indefinite integral yields the antiderivative of the integrand plus a constant of integration. ❋ Unknown (2009)
In such cases, the integrand in (8) is not absolutely integrable, and so this formula does not define the Fourier transform of ❋ Unknown (2009)
It was really just a way to re-write the integrand so that you could either apply u-substitution or parts. ❋ Unknown (2008)
Everything past that is algebraic manipulations to change how the integrand 'looks'. ❋ Unknown (2008)
inserting:erratum.integrand otter,resolvers hallmark ❋ Unknown (2005)
This article / section deals with mathematical concepts appropriate for a student in late high school or early university. where a and b represent the lower and upper bounds of the interval being integrated over, f (x) represents the function being integrated (the integrand ❋ Unknown (2009)
