Analytical study for different extremal state solutions of an irrigation optimal control problem with field capacity modes von Lemos-Paião, Ana P., Lopes, S. O., Pinho, M. d. R. de

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Optimal control problem with state constraints via penalty functions von de Pinho, M.d.R., Ferreira, M. Margarida A., Smirnov, Georgi

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Optimal Control Involving Sweeping Processes von de Pinho, M. Rosário, Ferreira, M. Margarida, Smirnov, Georgi

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Characterization of gypsum using tmdsc von DANTAS, H. F, MENDES, R. A. S, PINHO, R. D, SOLEDADE, L. E. B, PASKOCIMAS, C. A, LIRA, B. B, SCHWARTZ, M. O. E, SOUZA, A. G, SANTOS, Ieda M. G

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OPTIMAL CONTROL PROBLEMS WITH MIXED CONSTRAINTS von CLARKE, Francis, DE PINHO, M. R

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Correction to: Optimal Control Involving Sweeping Processes von de Pinho, M. d. R., Ferreira, M. M. A., Smirnov, G. V.

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Note On Optimal Control Problem Applied to Irrigation with Sectioned Soil von Lemos-Paião, Ana P., Lopes, Sofia O., de Pinho, M. d. R.

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Optimal Control with Nonregular Mixed Constraints: An Optimization Approach von Becerril, J. A., de Pinho, M. D. R.

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Optimal Control Problems with Mixed and Pure State Constraints von Boccia, A., de Pinho, M. D. R., Vinter, R. B.

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A parametric optimal control problem applied to daily irrigation von Lemos-Paião, Ana P., Lopes, Sofia O., de Pinho, Maria d. R.

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Necessary optimality conditions for minimax optimal control problems with mixed constraints von Patzi Aquino, Paola Geovanna, de Pinho, M.d.R., Silva, Geraldo Nunes

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Minimax Control Problems: Optimality Conditions von Aquino, P.G.P., de Pinho, M.d.R., Silva, G.N.

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An integral-type constraint qualification to guarantee nondegeneracy of the maximum principle for optimal control problems with state constraints von Lopes, S.O., Fontes, F.A.C.C., de Pinho, M.d.R.

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An Euler-Lagrange inclusion for optimal control problems with state constraints von DE PINHO, M. D. R, FERREIRA, M. M. A, FONTES, F. A. C. C

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Differential Inclusion Approach for Mixed Constrained Problems Revisited von de Pinho, MdR, Kornienko, Igor

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A maximum principle for optimal control problems with mixed constraints von De Pinho, M. D. R., Vinter, R. B., Zheng, H.

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AN EXTENSION OF THE SCHWARZKOPF MULTIPLIER RULE IN OPTIMAL CONTROL von CLARKE, Francis, LEDYAEV, Yuri, DO ROSARIO DE PINHO, Maria

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Acute exercise reverses TRB3 expression in the skeletal muscle and ameliorates whole body insulin sensitivity in diabetic mice von Matos, A, Ropelle, E.R, Pauli, J.R, Frederico, M.J.S, de Pinho, R.A, Velloso, L.A, De Souza, C.T

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A variant of nonsmooth maximum principle for state constrained problems von Biswas, M. H. A., d R de Pinho, M.

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Optimal Control of the Irrigation Problem: Characterization of the Solution von Lopes, Sofia O., Pereira, Rui M.S., Fontes, Fernando A.C.C., de Pinho, M.d.R., Machado, Gaspar J.

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