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To do so, we used a simple shape analysis algorithm defined below.
We first review simple shape analysis (as described in [ 16]).
We start with a small k to compute L s) = [ p1,…, p k ] by simple shape analysis.
While this goal is simply stated, it is more difficult and computationally more costly to achieve than simple shape analysis.
The simple shape analysis for a given sequence s computes the top k shapes ranked by the energy of their shreps (cf. Section 1).
If ∑ i =1 k Prob(p i, s) < 1 − T, we repeat the simple shape analysis with larger k to extend L s).
Similar(52)
Interestingly, this seems impossible – at least with the techniques used so far in simple and probabilistic shape analysis.
As applications, several test models are considered, simulated on rigid supports or mannequins, for both numerical comparisons and global shape analysis, from simple cloth geometries up to complex-shaped models for real apparel manufacturing.
We therefore approximate them with continuous functions with proper limiting behavior: they thus preserver the simple shape and yield themselves to analysis as well.
Next, modelling is applied to the analysis of the damping of a simple shape structure constituted of the different materials.
That makes the clips a simple shape.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com