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Power-aware multi-access with signaling (PAMAS) [16] is an example of fine grained scheme.
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Adopting the fine-grained scheme, we can achieve real-time display.
The solver is based on the multisplitting Newton method that provides a coarse-grained scheme.
Its users prefer a coarse-grained scheme they can easily understand over a sophisticated fine-grained privacy control — such as Facebook provides — that requires a lot of time and patience.
To demonstrate the effectiveness of our fine-grained scheme, we also compare the fine- and coarse-grained schemes by interpolating a 720p video to 1440p.
This has motivated numerous coarse-grained schemes, where the "fast" reactions are approximated either using Langevin dynamics or deterministically.
The coarse-grained schemes therein seem motivated from a purely computational point of view.
With the theoretical developments, computational cost is significantly reduced due to simplified potentials and coarse-grained schemes.
Nicolay and Sanejouand asked how many normal modes are needed for a given NMA-based model to describe the normal modes obtained from other protein models that use different potential and coarse-grained schemes.
Since using P atoms is a more common coarse-grained representation, we have provided an example that uses a P-centered coarse-grain scheme in the examples directory of the download associated with this article.
Grain = grained barley.
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