Structural Bioinformatics Library
Template C++ / Python API for developping structural bioinformatics applications.
|
Packages | |
Alpha_complexes_extensions | |
Data structures and algorithms enriching the -complex data structure of CGAL Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Betti_numbers | |
Algorithms for computing Betti numbers from graphs and -complex Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Cluster_engines | |
A package providing classical clustering algorithms within a unified framework Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Frechet_mean_S1 | |
Computing Frechet mean and p means for points on the unit circle Reference Manual – User Manual . Authors: F. Cazals and T. O'Donnell | |
Hamiltonian_Monte_Carlo | |
Here you should put an abstract of your package Reference Manual – User Manual . Authors: F. Cazals and A. Chevallier and S. Pion | |
Morse_Smale_Witten_chain_complex | |
Data structure and algorithms for building the Morse Smale Witten Chain Complex from an elevated graph Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus and C. Roth | |
Morse_theory_based_analyzer | |
Algorithms for analyzing an elevated graph using Morse theory tools Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus and C. Roth | |
Nearest_neighbors_graph_builder | |
Algorithms building Nearest Neighbor Graphs (NNG) using spatial search engines. Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus and C. Roth | |
Point_cloud_rigid_registration_3 | |
Algorithm superimposing two 3D points' clouds by rotating and translating them. Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Rotation_3 | |
Here you should put an abstract of your package Reference Manual – User Manual . Authors: F. Cazals and T.O'Donnell | |
Spatial_search | |
Data structures and algorithms to search the nearest neighbors of an input point in a data base of points. Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Spherical_kernel_extension_3 | |
Supplemental predicates and constructions for the CGAL Spherical_kernel_3 Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Triangulations_extensions_3 | |
Data structures and algorithms enriching the 3D Triangulations of CGAL Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Union_of_balls_boundary_3 | |
Data structure and algorithms to compute the boundary of the union of 3D balls. Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Union_of_balls_boundary_patch_shelling_3 | |
Data structure and algorithm to compute the depth of 3D balls in a patch at the surface of the union of 3D balls. Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Union_of_balls_medial_axis_3 | |
Data structure and algorithm to compute the medial-axis of the union of a family of 3D balls. Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Union_of_balls_mesh_3 | |
Algorithm for meshing and sampling the boundary of the union of a family of 3D balls Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus | |
Union_of_balls_surface_volume_3 | |
Data structure and algorithm to compute the surface area and the volume of the union of a family of 3D balls. Reference Manual – User Manual . Authors: F. Cazals and T. Dreyfus and S. Loriot | |
Wang_Landau | |
A generic implementation of the Wang-Landau algorithm Reference Manual – User Manual . Authors: A. Chevallier and F. Cazals | |
Geometry and Topology.
The molecular geometric models manipulated in the SBL have a geometric representation, either as a collection of balls (van der Waals models or solvent accessible models), or based upon internal coordinates. The GT group of packages provides geometric and topological operations on these representations, with in particular extensions of Delaunay triangulations and relatives (spherical kernel, alpha-shapes), operations on union of balls (medial axis, boundary of the union), and elementary topological operations.