JimboVector 3D is a suite of applications and source code which allow 3D application developers to easily implement complex 3D items into their projects. Such items would include character animations and physics, 3D maps, realtime 3D animated cutscenes,
Lightweight description logic KB with typical Tell/Ask interface.
The KB API provides the ability to easily implement a description logic KB, based on a OWL2 ontology as TBox specification. The API combines the OWL API 3.* with the HermiT OWL2 reasoner. Concerning the theoretical foundations of description logic KBs. The API provides a Tell/Ask interface for state an ABox assertion (Tell) like C(a), -C(a), R(a,b), or -R(a,b), and check of consistency, concept satisfiability, instances, concept subsumption, and state conjunctive queries (Ask).
Living, evolving creatures for your desktop - with cannons!
This project develops open source maths libraries for the iPhone and Google Android phone platforms. Standard numerical and signal processing methods will be implemented as part of our effort.
Slick Linux by Cellocity Based on Fedora Core 6. Using the Kernel 2.6.18. with only basic core elements needed to operate. Slick is just that it's slick because it's striped down. It will have full compiling and running features. It will come with YUM.
An excercise in construction of self-modifying, self-exploring reflective system. The approach is to use autonomous code snippets inspectable and mutable by other code snippets, plus a hierarchy of their abstractions.
unipred is short for Universal Predictor - software that would predict future and possibly past events based on the algorithm used in Bible Code, prediction philosophies used in Tarot cards and latest developments in astrology, quantum physics etc.
We are developing a suite of software to control USB I/O devices. Initially the support will be for Windows and Linux hosted Human Interface Devices (HID) although hopefully this will extend to virtual comms. port control in the future. API coming...
Estudia cónicas y superficies cuádricas con GNU-Octave
A partir de las matrices simétricas asociadas a las curvas cónicas y las superficies cuádrias se estudian las correspondientes características gráficas y los principales elementos descriptores de estas curvas y superficies, tales como ángulo de rotación respecto de los ejes coordenados estándar, ecuaciones de los ejes rotados, punto notables, etc