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Название: Groebner duality and multiplicities in polynomial systems solving
Авторы: Marinari M.G., Mora T., Moller H.M.
Аннотация:
This paper deals with the description of the solutions of zero dimensional systems of polynomial equations. Based on different models for describing solutions, we consider suitable representations of a multiple root, or more precisely suitable descriptions of the primary component of the system at a root. We analyse the complexity of finding the representations. We also discuss the current approach to the representation of real roots.