Strongly (Vλ,A,Δ(vm)n,p)-summable sequence spaces defined by an Orlicz function

We introduce the strongly (Vλ,A,Δ(vm)n,p)-summable sequences and give the relation between the spaces of strongly (Vλ,A,Δ(vm)n,p)-summable sequences and strongly (Vλ,A,Δ(vm)n,p)-summable sequences with respect to an Orlicz function when A=(aik)A=(aik) is an infinite matrix of complex numbers, Δ(vm)n is a generalized difference operator and p=(pi)p=(pi) is a sequence of positive real numbers. Also we give natural relationship between strongly (Vλ,A,Δ(vm)n,p)-convergence with respect to an Orlicz function and strongly Sλ(A,Δ(vm)n)-statistical convergence.