On linear equations in some non-commutative algebras
The problem of solving linear equations in a non-commutative algebra is in general a highly non-trivial matter. Even in the case of finitely presented algebras, there is no general algorithms for solving seemingly simple equations of the type a X = X b for some elements a and b. In this paper we will demonstrate a method by which it is possible to find all the solutions to linear equations in cer
