Additivity conjecture for generalized Jordan derivations on triangular rings
Let AAA and BBB be rings and let T\mathcal{T}T be a triangular ring satisfying the following conditions: for a∈Aa\in Aa∈A, aA=0aA=0aA=0 implies a=0a=0a=0; and for b∈Bb\in Bb∈B, bB=0bB=0bB=0 implies b=0b=0b=0.…