A unifying theme it is that the mathematical algorithm itself is the primary object of study, either via the analysis of a particular algorithm, the comparison of classes of algorithms or the discovery of an appropriate class of algorithms for the solution of problems of practical or mathematical origin. By the establishment of this journal with its distinguished editorial board selecting papers of the highest quality and interest from the international community, the Society hopes to influence both mathematics and computation, especially as related to real number computation. Applications will not constitute a requirement for the publication of articles. It is the Society's belief that, ultimately, a better understanding of the foundations of mathematical computation will facilitate major new applications. Papers should be in English.
Electronic submission is encouraged.
Please submit abstract with paper. The editors are committed to a thorough but Speedy refereeing process. Some papers in nonlinear computations and analysis One of my major research interests is in nonlinear computations and analysis, especially for novel nonlinear matrix analysis approaches. The main points of this work is A simple and underlying relationship formula between the nonlinear polynomial equations and the corresponding Jacobian matrix was presented and proved. The relationship formula leaded to a great simplification of nonlinear numerical stability analysis.