Advances in Continuous and Discrete Models

Theory and Modern Applications

Table 2 Optimal singular solution for different discount rate μ

From: Bifurcation analysis of a modified Leslie–Gower model with Holling type-IV functional response and nonlinear prey harvesting

μ	\(x_{(1)}^{*}\)	\(x_{(2)}^{*}\)	\(x_{(3)}^{*}\)	\(x_{(4)}^{*}\)	\(x_{(5)}^{*}\)	\(E_{(1)}^{*}\)	\(E_{(2)}^{*}\)	\(E_{(3)}^{*}\)	\(E_{(4)}^{*}\)	\(E_{(5)}^{*}\)
0.0	0.46	4.61	−0.011	−0.41	−90.12	1.51	4.34	255.88	3.04	1.579
0.01	0.51	2.86	−0.017	−0.40	−138.43	1.29	6.30	153.04	3.095	1.26
0.02	0.57	1.96	−0.023	−0.39	−187.6	1.07	44.27	105.35	3.15	1.05

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