  We construct Lie point symmetries, a closed-form solution and conservation
laws using a non-Noetherian approach for a specific case of the
Gorini-Kossakowski-Sudarshan-Lindblad equation that has been recast for the
study of non-relativistic free particles in a thermal reservoir environment.
Conservation laws are constructed subsequently using the Ibragimov method via a
solution to the adjoint form of the equation of motion via its corresponding
scalaing symmetry. A general computational framework for obtaining all
conserved vectors is exhibited some triplets of conserved quantities are
calculated in full.
