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 updated 22 days ago Convex hull, mesh generation, Delaunay triangulation, Voronoi diagram and other algorithms. Bounding box of a random point set in 2-dimensional space Bounding box of a random point set in 3-dimensional space Bounding box of a random point set in 4-dimensional space 0.0 0 Ratings 0 Comments 99 Downloads (30 Days) updated 8 months ago Least squares spline modeling using shape primitives slm_tutorial hermite2slm(harray) lse(A,b,C,d,solverflag,weights) 5.0 52 Ratings 103 Comments 166 Downloads (30 Days) updated 12 months ago Express bounded polyhedron via equalities/inequalities or vertices. [A,b,Aeq,beq]=vert2lcon(V,tol) [V,nr,nre]=lcon2vert(A,b,Aeq,beq,TOL,checkbounds) [varargout]=qlcon2vert(x0,varargin) 5.0 12 Ratings 45 Comments 53 Downloads (30 Days) updated 1 year ago This function generates an array of points that lie within a given polygon polygrid( xv, yv, ppa) 3.5 2 Ratings 9 Comments 17 Downloads (30 Days) updated almost 3 years ago Identify the Reflections using Convex Lens from Object to Image. ConvexLens(action) Image_Board(ObjSize,ObjPos,ObjNat,hand) Lens_Link(handy,varargin) 0.0 0 Ratings 0 Comments 7 Downloads (30 Days) updated 5 years ago It solves an optimization problem by DFP quasi Newton method. quasi_newton_dfp.m 2.5 2 Ratings 3 Comments 23 Downloads (30 Days) updated 5 years ago It solves an optimization problem by steepest descent method. steepestdescent.m 3.0 4 Ratings 3 Comments 42 Downloads (30 Days) updated almost 6 years ago It checks real valued multidimensional function, whether it is convex. convexchecker.m 1.0 2 Ratings 2 Comments 9 Downloads (30 Days) updated almost 8 years ago Finds convex polygon defined by random 2D points 0.0 0 Ratings 2 Comments 8 Downloads (30 Days) updated 9 years ago Solves convex constrained quadratic programming (QP) using SOLVOPT. 4.11111 9 Ratings 10 Comments 26 Downloads (30 Days) updated 9 years ago Create inequality constraints to bound the convex hull of the given points. 5.0 4 Ratings 4 Comments 13 Downloads (30 Days)

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