article
Notes in the margins of the proof of the Fermat great theorem
Journal of Mathematical Problems Equations and Statistics · 2020 · Vol. 1(2) · pp. 43–45
Abstract
The article examines the geometric approach to the proof of the Fermat Great Theorem (TF). Its geometric formulation is given, which consists in the fact that the trajectory on the Cartesian plane corresponding to the TF does not pass through any rational point. The equation of motion of a material point along the trajectory is obtained. The non-computability of the problem of determining the position of a point on the trajectory is shown.
History and Theory of MathematicsAdvanced Theoretical and Applied Studies in Material Sciences and GeometryRobotic Mechanisms and DynamicsMathematicsTrajectoryFermat's Last TheoremPoint (geometry)Position (finance)Plane (geometry)Calculus (dental)Mathematical analysisPure mathematicsGeometry
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