Add to ORKGAn optimal control problem is studied for a predator-prey reaction-diffusion system. A hunter population is introduced in the ecosystem and it is interpreted as a control variable. One finds necessary optimality conditions in order that, in the end of a given time interval, the total density of the two populations is maximal
A harvesting fishery model is proposed to analyze the effects of the presence of red devil fish popu...
AbstractWe study the time optimal control of the system ẋ1 = x1ƒ1(x1 , x2) + u1(t) g1(x1), ẋ2 = x2...
In this paper, we propose a prey-predator system with stage structure for predator. The proposed sys...
Abstract. An optimal control problem is studied for a predator-prey reaction-diffusion system. A hun...
AbstractAn optimal control problem is studied for an ecosystem composed by one predator and two prey...
This paper describes a prey-predator fishery model incorporating partial closure for the populations...
One of the main goals of the pest control is to maintain the density of the pest population in the e...
International audienceConsider a species whose population density solves the steady diffusive logist...
Optimal harvesting of prey in a predator-prey ecosystem is studied under the condition that the exis...
Incorporating additional food supplements into the predators' diet complementary to the target prey ...
AbstractAn optimal control problem is studied for a prey–predator system with a general functional r...
In this paper we present a predator-prey mathematical model for two biological populations which dis...
A model of prey and predator species is discussed to study the effects of the limited prey density a...
In this work, the capture effort exerted on the adult population (or exploitable population) of a tw...
AbstractIn this paper we present a predator–prey mathematical model for two biological populations w...
A harvesting fishery model is proposed to analyze the effects of the presence of red devil fish popu...
AbstractWe study the time optimal control of the system ẋ1 = x1ƒ1(x1 , x2) + u1(t) g1(x1), ẋ2 = x2...
In this paper, we propose a prey-predator system with stage structure for predator. The proposed sys...
Abstract. An optimal control problem is studied for a predator-prey reaction-diffusion system. A hun...
AbstractAn optimal control problem is studied for an ecosystem composed by one predator and two prey...
This paper describes a prey-predator fishery model incorporating partial closure for the populations...
One of the main goals of the pest control is to maintain the density of the pest population in the e...
International audienceConsider a species whose population density solves the steady diffusive logist...
Optimal harvesting of prey in a predator-prey ecosystem is studied under the condition that the exis...
Incorporating additional food supplements into the predators' diet complementary to the target prey ...
AbstractAn optimal control problem is studied for a prey–predator system with a general functional r...
In this paper we present a predator-prey mathematical model for two biological populations which dis...
A model of prey and predator species is discussed to study the effects of the limited prey density a...
In this work, the capture effort exerted on the adult population (or exploitable population) of a tw...
AbstractIn this paper we present a predator–prey mathematical model for two biological populations w...
A harvesting fishery model is proposed to analyze the effects of the presence of red devil fish popu...
AbstractWe study the time optimal control of the system ẋ1 = x1ƒ1(x1 , x2) + u1(t) g1(x1), ẋ2 = x2...
In this paper, we propose a prey-predator system with stage structure for predator. The proposed sys...