Exact(22)
When π is known (and hence μ), several statistical methods are available to compute S: exact computations [ 1- 4], Gaussian [ 5, 6], binomial [ 7, 8], compound Poisson [ 9- 11] or large deviations approximations [ 12].
We define the computational architecture and describe the exact computations that need to be done at each time step (1 milliseconds).
ESOLID performs accurate Boolean operations using exact representations and exact computations throughout.
This framework allows exact computations when the number of patches is small.
Their efficiency is also important for many applications, hence the need for delaying the costly exact computations at run time until they are actually needed, if at all.
In the following section, we state applications of these exact computations to price some exotic options which we call "Meander Options".
Similar(38)
We investigate this direct approach in Section 4. Finally, in Section 6 we propose a Chernoff bound to, which is useful when the CLT assumption is not accurate or when the exact computation presents computational difficulties.
The smooth corner shapes constructed through these schemes can exploit the computational advantages of PH curves, including exact computation of arc length, rational offset curves, and real-time interpolator algorithms for motion control in manufacturing, robotics, inspection, and similar applications.
Computational results show that the procedure is significantly faster than the exact computation and provides an extremely accurate approximation.
We also extend the general computational framework to allow derivation of bounds and approximations, for when exact computation is not feasible.
Since exact computation of the medial axis is difficult in general, efforts continue to approximate them.
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