MACIS 2015 Session (SS6): Polynomial System Solving

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Aim and Scope

Polynomial systems are fundamental objects that appear in numerous areas of science and engineering, such as, just to mention a few, Commutative Algebra, Algebraic Geometry, Geometric Reasoning, Algebraic Cryptanalysis, Signal Processing, and Biology. Consequently, algorithms for solving polynomial systems are very important and have various applications. This special session is devoted to algorithms for solving polynomial systems and their implementations with applications. The main objective of this session is to bring together researchers interested in both theoretical and practical aspects of polynomial system solving to present and discuss recent results in this discipline.

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