This program is a curve editor. It is based on Bézier curves calculated with the method of Bernstein polynomials or the recursive method of Casteljau. You can load 5 different examples and change the position of the control points or create your own curve.
🌀〰️ Isogeometric Analysis classes for the deal.II FE library.
An R package for semiparametric survival analysis.
Perform estimation and inference for clustered current status data with informative cluster size using the method proposed by Lam et al. (2021) <DOI: https://doi.org/10.1002/sim.8910>.
A minimal starter implementation of flow matching for 2D navigation
Contains implementation of some numerical analysis algorithms
Trajectory Planning and Optimization
This repository contains a project carried out as part of the course "Computer Graphics" at the Warsaw University of Technology. It covers topics such as surface modelling using Bezier curves and Bernstein polynomial, filling triangles using scan-line and Phong lighting model.
Bernstein polynomial approximation of non holonomic trajectory can result in a time parameterized trajectory between given intial and final points
Using De Casteljau's Algorithm and Bernstein Polynomial to create Bézier curves
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