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The weights used for temporal filtering are derived from the motion estimation reliabilities and from the noise standard deviation estimate.
The key is a large deviation estimate for the height at the origin in, dominated by "harmonic pinnacles", integer approximations of a harmonic variational problem.
In this paper, we study the existence-uniqueness and large deviation estimate for stochastic Volterra integral equations with singular kernels in 2-smooth Banach spaces.
Therefore, a short window seems necessary to quickly adapt the standard deviation estimate in transients.
This estimate has the standard properties of deviation estimate and is independent of numerical methods.
Consequently, there is no reason to keep this trend in the standard deviation estimate.
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The standard deviation estimates show that the estimator is efficient.
The proof needs large deviation estimates and Malliavin calculus.
Error bars are one standard deviation, estimated from bootstrap resampling of the stratigraphic ranges of species with 1000 iterations.
We study large deviation estimates of its path solution and our approach for verifying the large deviation principle is based on the weak convergence arguments.
The error range used in the structure calculations were set to twice the standard deviation estimated by the program.
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