  The Newman-Janis (NJ) method is a prescription to derive the Kerr space-time
from the Schwarzschild metric. The BTZ, Kerr and five-dimensional Myers-Perry
(MP) black hole solutions have already been generated by different versions of
the NJ method. However, it is not known how to generate the metric of
higher-dimensional (d > 6) rotating black holes by this method. In this paper,
we propose the simplest algorithm for generation of the five-dimensional MP
metric with two arbitrary angular momenta by using the Kerr-Schild form of the
metric and quaternions. Then, we present another new two-step version of the NJ
approach without using quaternions that generate the five-dimensional MP metric
with equal angular momenta. Finally, the extension of the later procedure is
explained for the higher odd-dimensional rotating black holes (d > 5) with
equal angular momenta.
