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[en] The usual method for obtaining the eigenstates of an operator is to solve the corresponding eigenvalue equation. This procedure cannot be applied when the operator of interest is not known at all. We develop a method which generates the eigenstates of an operator, and the operator itself, which will be conjugate to a given known operator. This is particularly useful for the case of the time operator in Quantum Mechanics. We illustrate the method by obtaining time eigenstates for the free particle. (paper)
Journal
Journal of Physics. Conference Series (Online); ISSN 1742-6596; 
; v. 624(1); [9 p.]
; v. 624(1); [9 p.]