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We describe new design methods, based on iterative algorithms, to calculate phase-only diffractive optical elements able to generate planar and three-dimensional arrays of tweezers.
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Since the optimization problem formulated is a nonlinear fractional programming problem, which cannot be solved conveniently, we transform it to an equivalent optimization problem which can be solved based on iterative algorithm.
Based on iterative algorithm (1), much work has been done for finding (x in H) such that (x in(A+B)^{-1}0), where A and B are α-inversely strongly accretive operator and m-accretive operator defined in the Hilbert space H, respectively.
Based on iterative algorithm (1), much work has been done for finding (x in H) such that (x in N(A+B)), where A and B are μ-inversely strongly accretive mapping and m-accretive mapping defined in the Hilbert space H, respectively.
Based on iterative algorithm (1), much work has been done for finding (x in H) such that (x in (A+B)^{-1}0), where A and B are μ-inversely strongly accretive operator and m-accretive operator defined in the Hilbert space H, respectively.
It features an iterative implementation of the GBA method which is based on iterative Group Analysis algorithm (iGA) [ 26].
Considering that computational intelligence and its improved methods are based on iterative process, these algorithms are correspondingly time consuming.
(3) Considering that computational intelligence and its improved methods are based on iterative process, these algorithms are correspondingly time consuming.
Algorithms based on iterative linear matrix inequality technique are developed to find the feedback gains of PID controllers corresponding to the above mentioned four cases.
Another algorithm based on iterative recovery of off-grid target is proposed in [21, 22].
Also, a 2D CS image reconstruction algorithm based on iterative gradient projection is derived in [25].
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