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The proofs of theorems in this paper by the operator method are very elementary and elegant.
By using the monotone operator method, we get ξ = b u q + 1.
The invariant operator method and the unitary transformation method will be adopted for this purpose.
We develop the excitation operator method, which is designed for solving the Heisenberg equation of motion by constructing excitation operators.
In Section 3, the split operator method for the Dirac equation is presented, along with its exact correspondence with QW.
The invariant operator method was firstly introduced by Lewis and Riesenfeld in time-dependent harmonic oscillator systems [21].
The stability of (E_{0}) can be described by using the next generation operator method [28, 29].
The results indicate that the HOEO_F method outperforms both the envelope method and the original energy operator method.
Algebraic stability implies convergence of the real space split operator method for smooth absolutely integrable initial conditions.
The best predictor variables were selected (7 topographic and 5 climatic variables) using the Least Absolute Shrinkage and Selection Operator method.
Recently, Avci in [15] proved the existence of nontrivial solutions for p-Laplacian equation via variational approach and the monotone operator method.
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