  The derivation relation is a well known relation among multiple zeta values,
which was first obtained by Ihara, Kaneko and Zagier. The analogous formula for
finite multiple zeta values, which we call the derivation relation for finite
multiple zeta values, was conjectured by the third author and proved by the
second author.
  In this paper, we show these two kinds of derivation relations are
respectively equivalent to the Ohno type relations for multiple zeta values and
finite multiple zeta values. We also reprove these derivation relations in
several different ways.
