T-SPLINE Files

A T-spline object oriented package in C++

Brought to you by: grapetec

The interactive file manager requires Javascript. Please enable it or use sftp or scp.
You may still browse the files here.

Name	Modified	Size	InfoDownloads / Week
T-SPLINE-AND.apk	2017-03-31	16.5 MB	1
T-SPLINE-WIN.rar	2017-03-31	8.6 MB	2
Totals: 2 Items		25.1 MB	3

Other Useful Business Software

$300 Free Credits to Build on Google Cloud

New customers can spin up VMs, build with AI, and query data at no cost.

Put your $300 in credit toward real workloads, then keep building with free monthly usage for 20+ products. No commitment and no charge until you upgrade.

Start Free

Veeam Data Platform v13.1 - Get Your Free Trial

Secure by design, portable by default. Recover clean, fast, anywhere. Start a free trial.

Try Veeam Data Platform today. Experience the unified platform that's secure by design, portable by default, and proven to recover clean, fast, and anywhere.

Try it Free

$300 Free Credits to Build on Google Cloud

New customers can spin up VMs, build with AI, and query data at no cost.

Put your $300 in credit toward real workloads, then keep building with free monthly usage for 20+ products. No commitment and no charge until you upgrade.

Start Free

Recommended Projects

JBSSE
JBSSE stands for "Java 3D Cubic B-Spline Surface Editor." The goal of this project is to provide a control mesh editor for cubic B-spline surfaces, allowing the user to view and export the generated surface in various formats (3DS, Java3D native, POV)
CubicSplineInterpolation
Cubic Spline Interpolation example using Vanagandr The program need Microsoft Visual C++ 2010 Redistributable Package (http://www.microsoft.com/en-ca/download/details.aspx?id=5555)
BasicBSpline.jl
Basic (mathematical) operations for B-spline functions
orthogonal natural cubic spline
Matrix factorization is applied to the B-spline basis to construct an orthonormal basis. Data can be approximated by a linear combination of the orthonormal basis functions. Constraints are imposed such that the fitted function is linear at the boundary points, as in natural cubic spline.
clothoid to bezier conversion
Raph Levien's Spiro package as a library. A mechanism for drawing smooth contours with constant curvature at the spline joins.