In this paper, Lyapunov type inequality for the Sugeno integral on an abstract spaces is studied in a rather general form, thus closing the series of papers on the topic dealing with special cases restricted to the (pseudo-)additive operation. Also, several examples are given to illustrate the validity of this inequality. Moreover, a strengthened version of Lyapunov type inequality for Sugeno integrals on a real interval based on a binary operation is presented.
