Back to matchesWe found a matchYour institution may have access to this item. Find your institution then sign in to continue.TitleSome Riemannian geometric proofs of the fundamental theorem of algebra.AuthorsAlmira, J. M.; Romero, A.AbstractIf a (non-constant) polynomial has no zero, then a certain Riemannian metric is constructed on the two dimensional sphere. Several geometric arguments are then shown to contradict this factSubjectsRIEMANNIAN geometry; FUNDAMENTAL theorem of algebra; RIEMANNIAN metric; GAUSSIAN curvature; POLYNOMIALS; MATHEMATICAL complex analysis; MATHEMATICAL analysisPublicationDifferential Geometry - Dynamical Systems, 2012, Vol 14, p1ISSN1454-511XPublication typeArticle