TITLE:
Quasi-Exactly Solvable Time-Dependent Hamiltonians
AUTHORS:
Ancilla Nininahazwe
KEYWORDS:
Quasi-Exactly Solvable, Time-Dependent Hamiltonian
JOURNAL NAME:
Open Journal of Microphysics,
Vol.4 No.3,
August
28,
2014
ABSTRACT: A generalized method which helps to find a time-dependent SchrÖdinger
equation for any static potential is established. We illustrate this method
with two examples. Indeed, we use this method to find the time-dependent
Hamiltonian of quasi-exactly solvable Lamé equation and to construct the matrix
2 × 2 time-dependent polynomial Hamiltonian.