The maximum principle / by Pucci, Patrizia

Subjects: “…Maximum principles…”

Maximum principles and geometric applications : XVIII Escola de Geometría Diferencial, Brasilia, 28 de julho a 1 de agosto de 2014 / by Espinar, José M.

An introduction to maximum principles and symmetry in elliptic problems / by Fraenkel, L. Edward

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Galois theory by Weintraub, Steven H.

Table of Contents: Texto completo con acceso por IP a través de la Biblioteca Electrónica de Ciencia y Tecnología
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Introduction to partial differential equations A computational approach by Tveito, Aslak 1929-

Table of Contents: Texto completo con acceso por IP a través de la Biblioteca Electrónica de Ciencia y Tecnología
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Optimal control theory : applications to management science and economics / by Sethi, Suresh P.

Table of Contents: “…What is Optimal Control Theory? -- The Maximum Principle: Continuous Time -- The Maximum Principle: Mixed Inequality Constraints -- The Maximum Principle: General Inequality Constraints Applications to Finance -- Applications to Production and Inventory -- Applications to Marketing -- The Maximum Principle: Discrete Time -- Maintenance and Replacement -- Applications to Natural Resources -- Economic Applications -- Differential Games, Distributed Systems, and Impulse Control -- Stochastic Optimal Control.…”
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Elements of dynamic optimization / by Chiang, Alpha C., 1927-

Table of Contents: “…Preface -- 1: The Nature of Dynamic Optimization -- 2: The Fundamental Problem of the Calculus of Variations -- 3: Transversality Conditions for Variable-Endpoint Problems -- 4: Second-Order Conditions -- 5: Infinite Planning Horizon -- 6: Constrained Problems -- 7: Optimal Control: The Maximum Principle -- 8: More on Optimal Control -- 9: Infinite-Horizon Problems -- 10: Optimal Control with Constraints.…”

Mathematical optimization and economic theory / by Intriligator, Michael D., 1938-2014

Table of Contents: “…Dynamic programming -- 14. Maximum principle -- 15. Differential games -- Pte. 5. …”

Variational methods in statistics / Jagdish S. Rustagi. by Rustagi, Jagdish S., 1923-2014

Table of Contents: “…Modem Variational Methods; 3.1 Introduction; 3.2 Examples; 3.3 Functional Equations of Dynamic Programming; 3.4 Backward Induction; 3.5 Maximum Principle; 3.6 Dynamic Programming and Maximum Principle; References -- 4. …”