INSERTION-OF-FACTORS-PROPERTY ON NILPOTENT ELEMENTS
INSERTION-OF-FACTORS-PROPERTY ON NILPOTENT ELEMENTS
We generalize the insertion-of-factors-property by setting nilpotent products of elements. In the process we introduce the concept of a nil-IFP ring that is also a generalization of an NI ring. It is shown that if K<TEX>$\ddot{o}$</TEX>the's conjecture holds, then every nil-IFP ring is NI. The class of minimal noncommutative nil-IFP …