Moreno, M.
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Submitted
Fast Bezier Curves
Evaluates a Bezier curve given its control points and knot vector or resolution.
28 days ago | 4 downloads |
Submitted
Fast 2-Opt Travelling Salesman Problem (TSP)
Fast and simple TSP algorithm using 2-opt heuristics for symmetric and non-symmetric problems.
2 months ago | 3 downloads |
Submitted
Fast Optimal Space-Filling Design Generators: ISODEN, ISODIS
Quick and easy generation of equally-distributed samples in the unit hypersphere (ISODEN) or hypercube (ISODIS), in multiple dim...
2 months ago | 2 downloads |
Submitted
OptiCloud: Generate Optimal Point Clouds with Minimal Energy
OptiCloud generates a uniform N-point cloud with minimal potential energy within a unit P-dimensional hyperrectangle (L) or hype...
2 months ago | 4 downloads |
Create black line on colorbar to mark specific value
My workaround to this problem is to create a second figure for the colorbar. I would then either interpolate a colored region in...
3 months ago | 0
Need to extract boundary layer thickness from 2D planar PIV data.
Dear Miguel, What boundary layer thickness do you wish to calculate (displacement, momentum, energy, or boundary layer edge)? I...
4 months ago | 0
Submitted
Fast Polynomial Curve and Surface Fitting
Fast polynomial curve and surface fitting via LLS. The functions are significantly faster than the default functions for ordinar...
2 years ago | 4 downloads |
Submitted
Bézier Surface Fitting and Evaluation
Fast Bézier surface fitting and evaluation via linear and non-linear least squares.
2 years ago | 5 downloads |
Submitted
Fast Cardinal and Catmull-Rom Spline Interpolation
Optimal generation of cardinal splines of arbitrary dimensions, comprising Catmull-Rom (centripetal) types.
2 years ago | 1 download |
Submitted
BSPL Toolbox
Bézier toolbox for advanced curve analysis and processing, optimised for accuracy and speed.
2 years ago | 3 downloads |
Arc length of Cubic Bezier Curve
If you have access to symbolic math, there is a way of calculating the analytic arc-length of a generic Bézier curve as the defi...
2 years ago | 0
How to aproximate a set of points into a polynomial parametric spline
It is possible to fit a Bézier curve through your points, and then transform its control points to Bernstein basis. The followin...
2 years ago | 0
How to generate random smooth 2D closed curves/shapes
The function bspl is creation of my own and is available in these 2 links: https://uk.mathworks.com/matlabcentral/fileexc...
2 years ago | 1
Question
Reshape a 'column' matrix into a 'row' matrix
Hi, I hope you are well. I have a matrix 'X' that is generated through a series of parameters, that in the end of the day is a ...
2 years ago | 1 answer | 0
1
answerSubmitted
Discrete Curvature, Normals and Evolute
Fast calculation of the discrete 1D curvature, evolute and normals of a 1D, 2D or 3D curve.
2 years ago | 1 download |
Generate N random uniformly distributed points in the d-ball
https://uk.mathworks.com/matlabcentral/fileexchange/108374-uniformly-distributed-points
2 years ago | 0
How to generate uniformly distributed random coordinates inside a cuboid such that the distance between points is greater than a constant value?
https://uk.mathworks.com/matlabcentral/fileexchange/108374-uniformly-distributed-points
2 years ago | 0
Random uniform data points
https://uk.mathworks.com/matlabcentral/fileexchange/108374-uniformly-distributed-points
2 years ago | 0
Submitted
Quasi-Euclidean Norm
Returns the quasi-euclidean norm of an array in 1, 2 or 3 dimensions.
2 years ago | 1 download |
Question
Fast Euclidean Distance Calculation
Hi, I hope you are well. I am trying to compute euclidean distances in 2D or 3D (for the sake of the question, I will refer to ...
2 years ago | 2 answers | 0