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Regular version of the site
Student
Title
Supervisor
Faculty
Educational Programme
Final Grade
Year of Graduation
Alexey Barsukov
Multivariate Generalizations of the Abel-Ruffini Theorem
Mathematics
(Bachelor’s programme)
8
2016
This paper provides an example of a triple of Newton polytopes which do not contain any lucky points and couples of vertices such that the segment connecting them is not contained in the boundary of the convex hull of the polytope which contains these vertices; such that it satisfies the condition of multivariate generalization of Abel-Ruffini theorem.

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