Represents a Hermitian matrix, a complex square matrix H that is equal to its own conjugate transpose (H†= H).
Hermitian matrices represent physical observables in quantum mechanics (e.g., energy, momentum).
Their eigenvalues are always real, corresponding to possible measurement outcomes.
Represents a Hermitian matrix, a complex square matrix
Hthat is equal to its own conjugate transpose (H†= H). Hermitian matrices represent physical observables in quantum mechanics (e.g., energy, momentum). Their eigenvalues are always real, corresponding to possible measurement outcomes.