Computer simulations with Mathematica: explorations in complex physical and biological systems
Computer simulations with Mathematica: explorations in complex physical and biological systems
The Mathematica book (4th edition)
The Mathematica book (4th edition)
A dynamic-symbolic interface for geometric theorem discovery
Computers & Education
The interfacing of Mathematica with a variety of computing environments
Journal of Computing Sciences in Colleges
Diversity of cyberinfrastructure: an opportunity for enhanced education and research
Journal of Computing Sciences in Colleges
Scenario-based teaching and technology in mathematics education
MATH'06 Proceedings of the 10th WSEAS International Conference on APPLIED MATHEMATICS
A theoretical structure for computational geometry: regions of point-free overlapping circles
ISCGAV'09 Proceedings of the 9th WSEAS international conference on Signal processing, computational geometry and artificial vision
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Mathematica employs a communication protocol called MathLink to interact with external programs written in programming languages such as C, C++, and others. MathLink allows Mathematica to be integrated with other packages like Robotica, Prolog, and Discover. This integration process is triggered by the flexibility and usability of outside languages and packages and the computing power and pre-developed algorithms and functions of Mathematica. Several areas of application like Robot Kinematics, Algebraic Modeling, and Geometry have been enriched by this development. This paper describes how C++ and Math Link Library were utilized to develop an external front end that interfaces with Mathematica's computational geometry package. By creating an environment that provides direct access to Mathematica's computational geometry package, the system can be used as a flexible tool that can aid scientists and users alike in solving vast range of problems concerned with the spatial relationship of data.