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  , and let
, and let  of
 of  , the unitary group of
, the unitary group of  satisfies an additional axiom, we say that it is an extended covariant system. We define a Hilbert space
 satisfies an additional axiom, we say that it is an extended covariant system. We define a Hilbert space  and operators
 and operators  , acting on
, acting on  . The von Neumann algebra
. The von Neumann algebra  is then the covariance algebra of the extended covariant system
 is then the covariance algebra of the extended covariant system  , denoted by
, denoted by  .
.