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3D models of optical elements
Explore the Wireworld Turing-complete cellular automaton
Receiver Operating Characteristic (ROC) functions
Functions for making software monads
Software monad for Quantile Regression workflows
Compute the Voronoi entropy of a mesh region
Approximate the generalized Voronoi mesh for non-overlapping geometries
Create an image based on Voronoi noise
Show the spherical Voronoi diagram of a set of points on a sphere
Compute shortest tours visiting all lattice points within each Voronoi cell in a region
Generate a mesh region representing the tetrahelix
Fill holes in MeshRegion objects
Compute the Voronoi cell for a 3D lattice
Generate a geodesic dome from a polyhedral base
Create a mesh region from a molecule
Perform a pebble stone–like effect on an image
Translate a boundary element mesh
Display Voronoi cells for specific lattice points in a 3D lattice
Generate a mesh geometry from points without including exterior concave perimeter areas or holes
Generate the minimal mesh region with integer vertices that contains all points
Perform Lloyd's algorithm to find evenly spaced points in a region
Interpolate through points to chart a path around a mesh
Install or update the finite element FEMAddOns paclet
Compute the Laplace–Beltrami operator of a mesh region
Create a mesh representing a metric from a graphic
Generate the power diagram of a set of circles
Use the image processing and geometric computation frameworks to find the gap in an image
User interface for drawing 2D mesh regions
Convert a 3D region into a 3D image, deform and transform it back to the mesh region
Create 3D shapes from 2D polygons via extrusion along the z axis, or create 3D extrusions of 3D polygons along a 3D vector
Create a density plot of a solution to the equations on a mesh
Decompose a Riemannian or pseudo-Riemannian manifold into a union of discrete hypersurfaces
Create an unfolding net for a given polyhedron
Turn an image into a jigsaw puzzle
Computes convex polytopes in n-dimensions
Transfinite interpolation of functions representing boundary curves of a surface
3D model of the Stanford Armadillo
Generate trees describing the essential combinatorial structure of the aperiodic hat tiling
Generate the power triangulation of a set of circles
Use the curvature flow image filter to smooth the boundary of a snowflake
Plot polygons after iteratively applying a translation, scaling and rotation
Calculate the convex layers of a set of 2D points
Compute the Shannon entropy of a set of points connected by a nearest neighbor graph
Represent an array as polyomino regions
Create a triangular grid graph
Generate a maze based on the Sierpinski carpet
Compute the Poincaré polynomial for a simplicial complex
Produce causal graphs by dynamically triangulating a specified region of a (potentially curved) spacetime
Produce causal graphs by dynamically triangulating a flat (Minkowski) spacetime
Find the shortest paths between two points in 2D regions
Find the barycentric coordinates of a point
Rotate a 3D object to best display its shape and features
Create Graphics primitives of a closed curve that encloses a set of points
Get the standard simplex for a specified dimension
Develop a convex hull–based algorithm to analyze the shape of gears
Get the measure of a simplex or simplicial complex
Export 3D graphic objects as spinning animations in GIF format
Extract the underlying graphical primitives from plots and graphics
Approximate the surface area of a molecule