TY - JOUR AU - Essaleh, Ahlem Ben Ali AU - Peralta Pereira, Antonio Miguel PY - 2020 UR - http://hdl.handle.net/10481/69652 AB - A linear mapping T on a JB∗-triple is called triple derivable at orthogonal pairs if for every a,b,c∈E with a⊥b we have 0={T(a),b,c}+{a,T(b),c}+{a,b,T(c)}. We prove that for each bounded linear mapping T on a JB∗-algebra A the following assertions... LA - eng PB - Springer Nature TI - A linear preserver problem on maps which are triple derivable at orthogonal pairs DO - 10.1007/s13398-021-01082-8 ER -