CEOMETRIC.COM

ceometric.com: Spatial geometry libraries for .NET

Ceometric .NET geometry solutions. Ceometric provides efficient math libraries for 3d descriptive and computational geometry programming in a .NET language. Sources are available in C#. Our libraries enable very intuitive and CAD-like working on geometric objects in space. All methods are highly efficient and robust, suitable for large scale computations. Get over 1000 methods and 30000 lines of .NET code around spatial geometry! NEW: Exact arithmetic constraint and conforming Deulaunay triangulations.

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ceometric.com: Spatial geometry libraries for .NET | ceometric.com Reviews

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Ceometric .NET geometry solutions. Ceometric provides efficient math libraries for 3d descriptive and computational geometry programming in a .NET language. Sources are available in C#. Our libraries enable very intuitive and CAD-like working on geometric objects in space. All methods are highly efficient and robust, suitable for large scale computations. Get over 1000 methods and 30000 lines of .NET code around spatial geometry! NEW: Exact arithmetic constraint and conforming Deulaunay triangulations.

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ceometric.com: Spatial geometry libraries for .NET | ceometric.com Reviews

https://ceometric.com

Ceometric .NET geometry solutions. Ceometric provides efficient math libraries for 3d descriptive and computational geometry programming in a .NET language. Sources are available in C#. Our libraries enable very intuitive and CAD-like working on geometric objects in space. All methods are highly efficient and robust, suitable for large scale computations. Get over 1000 methods and 30000 lines of .NET code around spatial geometry! NEW: Exact arithmetic constraint and conforming Deulaunay triangulations.

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ceometric.com

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ceometric.com: Sitemap

http://www.ceometric.com/headermenu/sitemap.html

Coplanar triangle circle intersection. Spatial triangle circle intersection. An ellipse projection using the Rytz' construction. Computing a Delaunay triangulation. Computing a rastered delaunay triangulation. Computing a conforming Delaunay triangulation. Computing a 3d convex hull. Computing a 2d convex hull. Computing smallest enclosing circles. A container loading problem (bounding boxes). Computing a Delaunay triangulation (D#). Computing a rastered delaunay triangulation (D#). Point in polygon test.

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ceometric.com: Downloads

http://www.ceometric.com/downloads.html

Free NET geometry downloads. The following libraries come along with full source code and documentation. Use it however you like! This is our version of Paul Bourkes. Delaunay triangulator. It comes with an enhanced point-in-circle predicate for counterclockwise oriented triangles and a couple of other modifications. It's very easy to use and also easy to understand. The running time of this algorithm is O(n. Against O(n log(n) running time of G#.

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ceometric.com: Support

http://www.ceometric.com/support.html

To see some basic examples in C#. Browse through our comprehensive online documentation. And learn about all objects and methods exposed in our libraries. Download a detailed description of the theory and usage of our triangulator here. Download a .chm help file for local use on our computer here. Ask our technical support:. Many geometric problems are non-trivial. Good to have someone to ask! Are you experiencing problems with your current project? Do you need help using our libraries?

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ceometric.com: Spatial geometry libraries for .NET

http://www.ceometric.com/home.html

Ceometric .NET geometry solutions. Ceometric provides efficient math libraries for 3d descriptive and computational geometry programming in a .NET language. Sources are available in C#. Our libraries enable very intuitive and CAD-like working on geometric objects in space. All methods are highly efficient and robust, suitable for large scale computations. Get over 1000 methods and 30000 lines of .NET code around spatial geometry! NEW: Exact arithmetic constraint and conforming Deulaunay triangulations.

5

ceometric.com: Store

http://www.ceometric.com/store.html

Welcome to our .NET geometry store! Our online ordering service is powered by share-it! That uses the highest level of encryption throughout the entire order and setup processes, from all order pages, through the storage of customer information, and credit card processing. Our licenses are ROYALTY-FREE. Licenses are available. Please read the respective license agreements before you download one of our products. Prices are per seat. NET Framework 2.0. NET Framework 2.0. D# is a stand-alone.

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paulbourke.net

Triangulate: Pan Pacific Computer Conference, Beijing, China

http://paulbourke.net/papers/triangulate

Efficient Triangulation Algorithm Suitable for Terrain Modelling. An Algorithm for Interpolating Irregularly-Spaced Data. With Applications in Terrain Modelling. Written by Paul Bourke. Presented at Pan Pacific Computer Conference, Beijing, China. Various implementations can be found below, the only version supported and used by the author is the first. Original implementation along with a simple test program. An especially efficient (.NET) version by Christian Stelzl. VBNET 2.0 OOP Version. There may be...

computational-cad.com

ceometric UG - ComputationalCAD for AutoCAD :: Company

http://www.computational-cad.com/en/company/company

Phone: 49 179 474 40 15. Fax: 49 89 48 99 69 96. Dipl-Ing Univ. (TUM). Amtsgericht München, HRB 176298. Ceometric also provides .NET geometry libraries. Written in C#. These libraries provide parts of the functionality of ComputationalCAD for AutoCAD thus making high performance computational geometry available to .NET developers. Autodesk , AutoCAD and AutoCAD Mechanical are registered trademarks or trademarks of Autodesk, Inc. Studio 9 GmbH - Perfect Visibility in the Web - Web Agency and TYPO3 Munich.

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ceometric.com: Spatial geometry libraries for .NET

Ceometric .NET geometry solutions. Ceometric provides efficient math libraries for 3d descriptive and computational geometry programming in a .NET language. Sources are available in C#. Our libraries enable very intuitive and CAD-like working on geometric objects in space. All methods are highly efficient and robust, suitable for large scale computations. Get over 1000 methods and 30000 lines of .NET code around spatial geometry! NEW: Exact arithmetic constraint and conforming Deulaunay triangulations.

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