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In a recent paper, Cabada and Tojo [1] studied, by means of methods and results present in [2, 3], the first-order operator u ′ ( t ) + ω u ( − t ) coupled with periodic boundary value conditions, describing the eigenvalues of the operator and providing the expression of the associated Green's function in the nonresonant case.
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(Vocabulary and results presented in section 2 are presupposed here).
Section Experiments and Results presents the experiments and results.
The idea and results presented are novel and interesting.
Hydrodynamic and cosmological tests are described and results presented.
Section "Experiments and results" presents the example of the working system and some experimental results.
Simulation setup and results presents the simulation scenario setup and results.
Moreover, mathematical virus models and results presented in many previous studies are generalized and improved.
We extend the definitions and results presented by Ehrgott et al. [18] about minmax-robust efficiency.
The analysis and results presented in this paper are only valid for such systems.
The methodology and results presented in this paper can help to do this.
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