ICMS 2014 - 4th International Congress on Mathematical Software
Topics/Call fo Papers
Mathematics has a wide variety of branches. Despite this, we in the International Conference of Mathematical Software believe that mathematics is fundamentally ought to be viewed as one unified subject. Algebra, geometry and analysis are examples of separate specialities within mathematics, and of course we consider each of them valuable and hence study them. But we take the view that any branch of mathematics can borrow freely from these specialities. It is often worth while delving into them for ideas that might lead to fundamental new discoveries.
The same can be said of mathematical software systems: the study of mathematical software is a coherent whole. We believe that the appearance of mathematical software is one of the most important development in mathematics. Mathematical software systems are used to construct examples, to prove theorems, and to find new mathematical phenomena. Conversely, mathematical research often motivates developments of new algorithms and new systems. Beyond mathematics, mathematical software systems are becoming indispensable tools in many branches of science and technology. The development of mathematical software systems relies on the cooperation of mathematicians, algorithm designers, programmers, and the feedback from users. The main audiences of this conference are mathematical software developers and programming mathematicians, but we also intend to provide an opportunity to discuss these topics with mathematicians and users from application areas.
Topics include
Design and implementation of mathematical software
Software engineering problems for mathematical software
Mathematics and media including user interfaces and integration of documents and software systems
Mathematics related to mathematical software (experiments, algorithms)
Scientific and high performance computing
Applications of mathematical software
Experimental Mathematica or Mathematical explorations
The same can be said of mathematical software systems: the study of mathematical software is a coherent whole. We believe that the appearance of mathematical software is one of the most important development in mathematics. Mathematical software systems are used to construct examples, to prove theorems, and to find new mathematical phenomena. Conversely, mathematical research often motivates developments of new algorithms and new systems. Beyond mathematics, mathematical software systems are becoming indispensable tools in many branches of science and technology. The development of mathematical software systems relies on the cooperation of mathematicians, algorithm designers, programmers, and the feedback from users. The main audiences of this conference are mathematical software developers and programming mathematicians, but we also intend to provide an opportunity to discuss these topics with mathematicians and users from application areas.
Topics include
Design and implementation of mathematical software
Software engineering problems for mathematical software
Mathematics and media including user interfaces and integration of documents and software systems
Mathematics related to mathematical software (experiments, algorithms)
Scientific and high performance computing
Applications of mathematical software
Experimental Mathematica or Mathematical explorations
Other CFPs
- 2014 International Conference on Computer Communications and Informatics
- The 5th International Conference on Intelligent Human Computer Interaction 2013 (IHCI 2013)
- 2013 International Conference on Materials, Architecture and Engineering Technology
- The 2013 Pacific-Rim Conference on Multimedia PCM 2013
- The 12th Workshop on Adaptive and Reflective Middleware (ARM 2013)
Last modified: 2013-07-10 23:30:13