Полиномиальные соотношения в алгебрах линейных операторов над гильбертовыми кватернионнными бимодулями

This paper is devoted to study of representations of real algebras of linear and complex linear operators on Hilbert quaternionic bimodules, defined by a finite number of generators satisfying certain quadratic relations. It’s used technique of the representation theory of complex $\ast$-algebras for study of such representations.