Condiciones Suficientes Optimalidad Cálculo de Variaciones

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Se describen las condiciones suficientes de optimalidad que garantizan en caso de cumplimiento la optimalidad de los extremales calculados según la condición de Euler y las condiciones de transversalidad. • La condición suficiente para un extremal calculado de un problema se va a reducir a si la función F del funcional es cóncava o convexa en x y en su derivada ('x punto'). • Se proponen y resuelven dos ejercicios ilustrativos en los que se utilizan las matrices hessianas correspondientes que caractericen la concavidad o convexidad de la función 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