The leader operators of the $(d+1)$-dimensional relativistic rotating   oscillators
  The main pairs of leader operators of the quantum models of relativistic rotating oscillators in arbitrary dimensions are derived. To this end one exploits the fact that these models generate P\"{o}schl-Teller radial problems with remarkable properties of supersymmetry and shape invariance. 
Ion I. Cot\u{a}escu, Ion I. Cot\u{a}escu Jr. and Nicolina Pop