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Since the formulation of (6) is not very convenient if we actually want to perform the optimization, we seek a parameterization that is more suitable to the problem.
Thus, the MBHS is also suitable to the problem and further studies can be performed in order to improve its performance.
MDT can compensate for disturbances of the arbitrated type, so that this method which is based on the time-frequency representation is suitable to the problem of noise mismatch [12].
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According to Definitions 2 and 3, it is suitable to rewrite the problem (1) in the equivalent integral equation x ( t ) = x 0 + 1 Γ ( q ) ∫ 0 t ( t − s ) α − 1 × [ A x ( s ) + B u ( s ) + f ( s, x ( s ) ) + ∫ 0 s K ( s − r ) g ( r, x ( r ) ) d r ] d s, t ∈ [ 0, T ], (2).
According to Definitions 2.1 and 2.2, it is suitable to rewrite the problem (1.1) in the following equivalent integral equation: begin{aligned} x t) =&x_{0}+h(x)+frac{1}{Gamma q }int _{0}^{t} t-s)^{q-1} t-s[-Ax(s)+f bigl(s,x(s),Gx(s)bigr)+Bu(s)bigr],ds & +sum_{0< t_{k}< t}I_{k}bigl(x bigl(t_{k}^{q-1}bigl[-Ax sd tin[0, T], end{aligned} (2.1) provided that the integral above exists.
Therefore, the proposed approach of optimizing codons according to the complete ICU and CC distributions of highly expressed genes will be suitable to alleviate the problem of tRNA pool imbalance when the cell is induced to overexpress the target gene.
This new approach leads to remarkable results and it is extremely suitable to the composite structure problem.
We think the usage of multiple DODAGs is less suitable to solve the problem.
Relay-assisted communication is suitable to solve the problem and plays a main role in the future generation cellular systems and ad hoc networks [4].
Hence, if the group structure is treated as a prior, it is suitable to formulate the problem into overlapping groups.
According to [ 26], the design of archetype systems is not trivial, but archetypes are suitable to solve the problem of EHR storage and interoperability.
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