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Suppose that the resource population described by the stochastic system (1.5) is subject to exploitation, under the harvesting effort, of,, respectively, the model of the harvested population has the form (1.6).
where denotes the harvesting effort.
represents the harvesting effort of predator population at, .
Suppose that the optimal harvesting effort (bar{E}^=(bar{E}^_{1},bar{E}^_{2})^{T}) exists.
We obtain the the optimal harvesting effort and the corresponding maximum sustainable yield.
The units of harvesting effort would then be Standard Vessel Units (SVU).
Similar(20)
So, we obtain the optimal harvesting efforts of and.
Then, if, the optimal harvesting efforts of and, respectively, are (5.4).
This work presents analysis of the effect of harvesting efforts on the prey-predator system.
Let ( E ˆ 1, E ˆ 2 ) be the harvesting efforts for which system (1.2) admits a limit cycle.
Despite the inferiority of as shown in Theorem 4.3, one cannot underestimate the flexibility of periodic harvesting in terms of harvesting efforts and the effect on populations.
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CEO of Professional Science Editing for Scientists @ prosciediting.com