Split common null point problem for generalized monotone operators

In this article, we present some properties of the resolvent of maximally comonotone (generalized monotone) operators in Hilbert spaces. Also, we study the split common null point problem for a finite family of maximally comonotone operators in Hilbert spaces. For solving this split common null point problem, we propose an inertial algorithm with the step size independent on the prior estimate of the norm of the bounded linear operators and prove strong convergence theorem for this inertial algorithm. The obtained result of this article complements many recent results in this direction.