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Rhinoceros (typically abbreviated Rhino or Rhino3D) is a commercial 3D computer graphics and computer-aided design (CAD) application software that was developed by TLM, Inc, dba Robert McNeel & Associates, an American, privately held, and employee-owned company that was founded in 1978.
Grasshopper is a visual programming language and environment that runs within the Rhinoceros 3D computer-aided design (CAD) application. The program was created by David Rutten, at Robert McNeel & Associates. [2]
Rhino (com.google.apps.maestro.rhino) and V8 Google AppEngine: Implement Enterprise Workflows with Apps Script. Google Apps Script can be embedded in Google Sites giving your Google Site a backend. In addition, you can automate simple tasks across Google Products.
Title License 3D rendering support Actively developed 3D-Coat: Commercial software: Yes: Yes 3D Slash: Freemium: Yes: No 3dvia Shape: Commercial software: No: Yes AC3D: Commercial software
IBM Engineering Rhapsody (formerly Rational Rhapsody), a modeling environment based on UML, is a visual development environment for systems engineers and software developers creating real-time or embedded systems and software. Rhapsody uses graphical models to generate software applications in various languages including C, C++, Ada, Java and C#.
Originally named "Rhino DivanDB", [6] [12] RavenDB began in 2008 as a project by Oren Eini (aka Ayende Rahien) [13] [14] and is developed by Hibernating Rhinos Ltd. [1] The company claims it was the first document database to run natively in the .NET Framework. [15] [16] [7] [17] It was an early document database to offer ACID guarantees. [8 ...
Time: This chapter defines a rich model of time that supports both the definition of physical and logical time properties;. [4] It comes with a companion language called CCSL defined as an annex. Generic Resource Modeling: This chapter offers extensions required to model a general platform for executing real-time embedded applications;
Nearly all studied TPMS are free of self-intersections (i.e. embedded in ): from a mathematical standpoint they are the most interesting (since self-intersecting surfaces are trivially abundant). [5] All connected TPMS have genus ≥ 3, [6] and in every lattice there exist orientable embedded TPMS of every genus ≥3. [7]
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