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A “spline” or flexible curve is defined in mathematics, as a curve constructed so that it passes through a set of points. Such curves then form the basis for the modelling of spline-based 3D surfaces that make video animation possible. For the visualisation of language in 3D, it was ...
As shown in the Fig.9(a), the processing time is approximately proportional to the line length, and the farther away the playback distance is, the longer is the required processing time. This is due to the increasing length of the 1DWF considering aliasing on the SLM as the playback dis...
The protein interfaceome can be defined as the whole set of protein interaction interfaces found in cells. There can be many methods to define such an interface data set. We use the concept of the hierarchical classification of protein domains from SCOP. We extend the SCOP classification to mol...
With the ahocorasick.Automaton class, you can find multiple key string occurrences at once in some input text. You can use it as a plain dict-like Trie or convert a Trie to an automaton for efficient Aho-Corasick search. And pickle to disk for easy reuse of large automatons. Implemented ...
Spline interpolation Function Using spline interpolation it is possible to obtain a very smooth curve from just a few defined interpolation points along a set contour. The interpolation points are connected by polynomials. The compressor converts linear movements, e.g., from CAD, at block transiti...
By choice, or depending on the acquisition method, 3D scenes and objects can be represented as a depth map, as a point cloud, or as a voxel grid. Depth map A depth map is a 2D image where the value of each pixel represents the distance from the camera or scanner (sometimes referred ...
Furthermore, our method for preparing training datasets can be extended to using other localisation algorithms of the user’s choice such as spline- or MLE-based fitting. In conclusion, the combination of DNA-PAINT SMLM with a high-density emitter NN has proven to be a robust method for ...
The local maxima are connected together forming an upper envelopeemax(t), which is obtained by a cubic spline interpolation. The same is done for local minima, providing a lower envelopeemin(t). 3. The mean is defined asm1(t) = (emax(t) + emin(t))/2. ...