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A nonstandard finite difference scheme for solving three-species food chain with fractional-order Lotka-Volterra model

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Figure

Figure 1: Plot of populations x, y and z over time for the case bf = ag with α1 = α2 =α3 = 1 and h = 0.1.
Figure 3: Plot of populations x, y and z over time for the case bf = ag with α1 = α2 =α3 = 0.90 and h = 0.1.
Figure 5:Plot of populations x, y and z over time for the case bf = ag with α1 =0.99, α2 = 0.95, α3 = 0.90 and h = 0.1.
Figure 7:Plot of populations x, y and z over time for the case bf = ag with α1 =0.99, α2 = 0.95, α3 = 0.90 and h = 0.1.
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