In this paper, the properties of the operator M̂ are explored, building upon the previously established algebraic foundation[1]. The focus is on events with two outcomes labelled |1〉 and |2〉. The eigenvalue problem for the operator M̂n is considered, and the operator’s action on other states is investigated. Spectral decomposition is employed, leading to a linear combination representation of...
In this paper the author proposes an algebraic framework when working with the equations of CMT. An operator of magick intent is introduced with an additional treatment of multiple operators acting on the same state/event.