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The general solution of the Frenet system of differential equations for curves in the pseudo-Galilean space { G^1_3}

Authors
Publisher
Department of Mathematics, University of Osijek
Publication Date
Keywords
  • Pseudo-Galilean Space
  • Frenet Equations
  • Admissible Curve
Disciplines
  • Mathematics

Abstract

In this paper the general solution of the Frenet system of differential equations for curves in the pseudo-Galilean space is given. The analogous result in the isotropic (pseudotropic), doubly isotropic and Galilean space are obtained in [3],[4] and [5]. Such result is still unknown in the Euclidean space. There is one particular solution for the Euclidean case in [1] and three particular solutions in [2].

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