INTEGRALS OF MOTION FOR SOME EQUATIONS ON q-MINKOWSKI SPACE*)


    loading  Checking for direct PDF access through Ovid

Abstract

The conservation laws for second order linear equation with constant coefficients on braided linear space are derived. As an example we study conserved currents connected with symmetry operators for scalar and spinor wave equations on q-Minkowski space. Then we formulate set of conditions for integral over spatial dimensions and use the postulated integral in construction of constant of motion for arbitrary conserved current on q-Minkowski space.

    loading  Loading Related Articles