Involutions fixing RPodd ∐ P(h,i), II

This paper studies the equivariant cobordism classification of all involutions fixing a disjoint union of an odd-dimensional real projective space RPj with its normal bundle nonbounding and a Dold manifold P(h,i) with h a positive even and i>0. The complete analysis of the equivariant cobordism classes of such involutions is given except that the upper and lower bounds on the codimension of P(h,i) may not be best possible. In particular, we find that there exist such involutions with nonstandard normal bundle to P(h,i). Together with the results of part I of this title (Trans. Amer. Math. Soc. 354 (2002), 4539-4570), the argument for involutions fixing RPodd boolean ORP(h,i) is finished.