Geometric Modeling Solutions for Developers | C3D Labs
https://c3dlabs.com/
Choosing a Geometric Modeling Kernel? C3D Toolkit today is the only solution on the market that incorporates all five components critical to CAD/CAM/CAE and similar 3D software development: geometric modeling kernel, constraint solver, visualization engine...
Geometric Modeling Kernel - C3D Modeler
https://c3dlabs.com/en/products/c3d-toolkit/modeler/
The kernel builds polygonal 3D models through triangulation. The overall structure is precisely the same for both boundary-representation and polygonal models, but polygonal models usually consist of approximated plate- and polygon-shaped items...
C3D Toolkit - Wikipedia
https://en.wikipedia.org/wiki/C3D_Toolkit
C3D Toolkit is a geometric modeling kit originally developed by ASCON Group, now by C3D Labs, using C++ and written in Visual Studio. C3D Toolkit responsible for constructing and editing geometric models.
Welcome to IntrinSIM
https://www.intrinsim.com/C3DKernel.html
This comprehensive range of 2D/3D model related capabilities enables C3D Kernel licensees to rapidly and C3D Modeler constructs geometric models, generates flat projections of models, performs...
C3D Kernel for Teigha - WorldCAD Access
https://www.worldcadaccess.com/blog/2015/09/c3d-kernel-for-teigha-.html
C3D is the fast moving 3D modeling kernel from Russia. No, not the one funded by the Russia government that no one uses (so I am Couple of years ago, they decided to make the C3D kernel available generally, and formed a new division to adapt it to outside use...
Deep Dive into Convolutional 3D features for action... | Medium
https://medium.com/@nair.binum/quick-overview-of-convolutional-3d-features-for-action-and-activity-recognition-c3d-138f96d58d8f
My motivation for this blog is that recently at CVPR (2018), I came across a number of models especially in action and activity recognition problems where C3D have been used as a de-facto feature extraction technique.
ASCON Releases C3D Kernel for the CAD Component Market
https://ascon.net/main/news/items/?news=1242
The kernel is also well suited for designing computer-aided engineering (CAE) software, computer-aided manufacturing (CAM) programs for CNC Development of the geometric kernel began in 1995, and then in 2000 ASCON released KOMPAS-3D v5.9, the first...
isicad :: The Real History of the C3D Kernel from Alexander...
http://isicad.net/articles.php?article_num=18560
"Geometric kernels are few, and parametric solvers are even fewer. That is why C3D is so cool!" C3D Labs this year celebrates the 20th During the years that followed, ASCON continuously developed and improved the kernel. New modeling methods were invented...
C3D Kernel Delivers 3D Modeling to DWG-based nanoCAD...
http://www.dailycadcam.com/c3d-kernel-delivers-3d-modeling-to-dwg-based-nanocad-mechanica/
Moscow, Russia: April 30, 2019 -C3D Labs is pleased to announce that Nanosoft's newly released nanoCAD Mechanica 9.0 Three-dimensional solid modeling is brand new in Mechanica 9.0, and its capabilities are based on the C3D Modeler geometric kernel and...
C3D File Extension - What is a .c3d file and how do I open it?
https://fileinfo.com/extension/c3d
If you receive a C3D file, you can open it with C3D Viewer, which is available to download for free. NOTE: C3D Labs was formed in 2012 out of ASCON (one of the first Russian CAD developers founded in 1989) after years of developing the C3D kernel.
SimplyCAD: C3D Labs Introduces C3D Geometric Kernel V16
http://simplycad.blogspot.com/2015/02/c3d-labs-introduces-c3d-v16.html
MOSCOW, Russia, Feb 3, 2015 - C3D Labs is pleased to introduce C3D V16, the latest update of its professional toolset for developing engineering software. V16 extends the capabilities of C3D for creating sophisticated geometric shapes...
dkernel function | R Documentation
https://www.rdocumentation.org/packages/spatstat.core/versions/1.65-5/topics/dkernel
dkernel gives the probability density, pkernel gives the cumulative distribution function, qkernel gives the quantile function, and rkernel generates random deviates.