Uncertainty relation between angle and orbital angular momentum
... mechanics, the spectrum of a self-adjoint operator should have one-to-one correspondence with the values of an observable. Hence, there is no self-adjoint operator φˆ corresponding to the multivalued angle variable φ. Therefore, the angle uncertainty ∆φ cannot be defined as the position uncertainty ...
... mechanics, the spectrum of a self-adjoint operator should have one-to-one correspondence with the values of an observable. Hence, there is no self-adjoint operator φˆ corresponding to the multivalued angle variable φ. Therefore, the angle uncertainty ∆φ cannot be defined as the position uncertainty ...
Explicit construction of local conserved operators in disordered
... limit of a one-dimensional (1D) spin model. On the other hand, Ref. [23] follows the perturbative treatment laid out in Ref. [6] near Anderson localized free fermions. Most recently, in Ref. [24] an iterative construction for LIOMs was proposed based on a similarity transformation (see also Refs. [2 ...
... limit of a one-dimensional (1D) spin model. On the other hand, Ref. [23] follows the perturbative treatment laid out in Ref. [6] near Anderson localized free fermions. Most recently, in Ref. [24] an iterative construction for LIOMs was proposed based on a similarity transformation (see also Refs. [2 ...
