- 1 Consider The Following Competition Model 1 K1 2 N Rin 1 Nikam 1 0 N R2n2 1 2 K2 2 A Where A B 1 (114.92 KiB) Viewed 32 times
1. Consider the following competition model: + (1- K1 = 2 N;=rın (1 - Nikam) ( (1-0) N = r2N2 (1 = 2 K2 2 a. where a, b,
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1. Consider the following competition model: + (1- K1 = 2 N;=rın (1 - Nikam) ( (1-0) N = r2N2 (1 = 2 K2 2 a. where a, b,
1. Consider the following competition model: + (1- K1 = 2 N;=rın (1 - Nikam) ( (1-0) N = r2N2 (1 = 2 K2 2 a. where a, b, K1, K2, r1, r2 are positive constants. Find the fixed points and carry out linear stability analysis. b Draw the zero-growth isoclines. Can you be sure that there are no limit cycles of the system? (Hint: apply the Bendixson-Dulac negative criterion) و نه C.
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