  The present paper is devoted to genetic Volterra algebras. We first study
characters of such algebras. We fully describe associative genetic Volterra
algebras, in this case all derivations are trivial. In general setting, i.e.
when the algebra is not associative, we provide a sufficient condition to get
trivial derivation on generic Volterra algebras. Furthermore, we describe all
derivations of three dimensional generic Volterra algebras, which allowed us to
prove that any local derivation is a derivation of the algebra.
