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The covector mapping principle is a special case of Riesz' representation theorem, which is a fundamental theorem in functional analysis. The name was coined by Ross and co-workers, It provides conditions under which dualization can be commuted with discretization in the case of computational optimal control.

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  • The covector mapping principle is a special case of Riesz' representation theorem, which is a fundamental theorem in functional analysis. The name was coined by Ross and co-workers, It provides conditions under which dualization can be commuted with discretization in the case of computational optimal control. (en)
  • 伴随向量映射原理(covector mapping principle)是泛函分析的基礎定理里斯表示定理中的一個特例。名稱是由和其工作夥伴所命名。伴随向量映射原理提供了運算型最优控制中,可以將离散化和對偶性(dualization)交換順序的條件。 (zh)
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  • The covector mapping principle is a special case of Riesz' representation theorem, which is a fundamental theorem in functional analysis. The name was coined by Ross and co-workers, It provides conditions under which dualization can be commuted with discretization in the case of computational optimal control. (en)
  • 伴随向量映射原理(covector mapping principle)是泛函分析的基礎定理里斯表示定理中的一個特例。名稱是由和其工作夥伴所命名。伴随向量映射原理提供了運算型最优控制中,可以將离散化和對偶性(dualization)交換順序的條件。 (zh)
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  • Covector mapping principle (en)
  • 伴随向量映射原理 (zh)
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