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        Free time and mixed constrained optimal control problems 

        Universidade do Porto; Universidade Estadual Paulista (Unesp) (2010-12-01)
        We consider free time optimal control problems with pointwise set control constraints u(t) ∈ U(t). Here we derive necessary conditions of optimality for those problem where the set U(t) is defined by equality and inequality ...

        The singular optimal control of switched systems 

        Azhmyakov, V.; Velez, C.M. (Nova Science Publishers, Inc., 2017-01-01)
        This chapter studies a singular case of Optimal Control Problems(OCPs) governed by a class of switched control systems. We proposea new mathematical formalism for this type of switched dynamic systemsand study OCPs with a ...

        A review of optimal control techniques applied to the energy management and control of microgrids 

        Luis Ismael Minchala Avila; Luis Eduardo Garza Castañón

        A new sufficient condition for optimal impulsive control problems 

        Universidade Estadual Paulista (Unesp); Universidade Do Porto (2012-12-01)
        In this article we introduce the concept of MP-pseudoinvexity for general nonlinear impulsive optimal control problems whose dynamics are specified by measure driven control equations. This is a general paradigm in that, ...

        A new sufficient condition for optimal impulsive control problems 

        Universidade Estadual Paulista (Unesp); Universidade Do Porto (2012-12-01)
        In this article we introduce the concept of MP-pseudoinvexity for general nonlinear impulsive optimal control problems whose dynamics are specified by measure driven control equations. This is a general paradigm in that, ...

        A new sufficient condition for optimal impulsive control problems 

        De Oliveira, Valeriano A.; Silva, Geraldo N.; Pereiraz, Fernando Lobo (2014)

        A maximum principle for constrained infinite horizon dynamic control systems 

        Universidade Do Porto; Universidade Estadual Paulista (Unesp) (2011-12-01)
        This article presents and discusses a maximum principle for infinite horizon constrained optimal control problems with a cost functional depending on the state at the final time. The main feature of these optimality ...

        A maximum principle for constrained infinite horizon dynamic control systems 

        Universidade Do Porto; Universidade Estadual Paulista (Unesp) (2011-12-01)
        This article presents and discusses a maximum principle for infinite horizon constrained optimal control problems with a cost functional depending on the state at the final time. The main feature of these optimality ...

        Sufficient Optimality Conditions for Optimal Control Problems with State Constraints 

        Universidade Estadual Paulista (Unesp) (2019-06-11)
        It is well-known in optimal control theory that the maximum principle, in general, furnishes only necessary optimality conditions for an admissible process to be an optimal one. It is also well-known that if a process ...

        Free time and mixed constrained optimal control problems 

        Universidade do Porto; Universidade Estadual Paulista (Unesp) (2010-12-01)
        We consider free time optimal control problems with pointwise set control constraints u(t) ∈ U(t). Here we derive necessary conditions of optimality for those problem where the set U(t) is defined by equality and inequality ...
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        Red de Repositorios Latinoamericanos
        + of 4.000.000
        Available publications
        163 Participating institutions
        Dirección de Servicios de Información y Bibliotecas (SISIB)
        Universidad de Chile
        Membership Login
        Featured collections
        • Latin American Theses
        • Argentinean Theses
        • Chilean Theses
        • Peruvian Theses
        Latest collections added
        • Argentina
        • Brazil
        • Colombia
        • México
        Dirección de Servicios de Información y Bibliotecas (SISIB)
        Universidad de Chile
        Red de Repositorios Latinoamericanos | 2006-2018