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The indicated graphs demonstrate the good performance of the created network.
The trajectories in the graphs demonstrate the behavior of the model components and the mutual relation of the dynamics of the variables of the system.
Simulation graphs demonstrate the better performance of the designed sliding-mode filter and show the potential of the proposed new filter.
Bar graphs demonstrate mean FJB-positive cell count of both hemispheres (±SD) subdivided into controls (n = 5) and different degrees of CPP depletion (mild, n = 5; moderate, n = 3; severe, n = 4).
(c) Bird's-eye view and (d) 3-D spatio-temporal graphs demonstrate spatio-temporal evolution of 1-D network and emergence of mixed-mode Turing Hopf oscillations in space and time.
Bar graphs demonstrate mean TUNEL-positive cell count of both hemispheres (±SD) subdivided into controls (n = 5) and different degrees of CPP depletion (mild, n = 5; moderate, n = 3; severe, n = 4).
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Conduct similar research for other widely popular book series, films, musical groups, etc. Create comparative charts or graphs demonstrating your findings, and write an analysis of the related economic and social trends.
Fig. 2 a The sketch graphs demonstrating van der pauw geometry.
Simulation graphs demonstrating better performance of the obtained optimal regulator are included.
Simulation graphs demonstrating overall performance and computational accuracy of the designed optimal controller are included.
Extensive evaluation on large real-world and synthetic graphs demonstrates the efficiency of our proposed method.
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