Title of article
Symmetries of the minimal lagrangian hypersurfaces on cylindrically symmetric static space-times
Author/Authors
Mohammadpouri ، Akram Faculty of Mathematics, Statistics and Computer Science - University of Tabriz , Hashemi ، Mir Sajjad Department of Mathematics - University of Bonab , Samaei ، Sona Faculty of Mathematics, Statistics and Computer Sciences - University of Tabriz , Salar Anvar ، Sarkar Faculty of Mathematics - University of Tabriz
From page
249
To page
257
Abstract
In this work, we study a hypersurface immersed in specific types of cylindrically symmetric static space-times, then we identify the gauge fields of the Lagrangian that minimizes the area beside the Noether symmetries. We show that these symmetries are part of the Killing algebra of cylindrically symmetric static space-times. By using Noether’s theorem, we construct the conserved vector fields for the minimal hypersurface.
Keywords
Conserved vector fields , Cylindrically space , times , Minimal Lagrangian , Symmetries
Journal title
Computational Methods for Differential Equations
Journal title
Computational Methods for Differential Equations
Record number
2777720
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