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- Covector_mapping_principle abstract "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.".
- Covector_mapping_principle thumbnail CMP-OptimalControl.png?width=300.
- Covector_mapping_principle wikiPageID "35234808".
- Covector_mapping_principle wikiPageRevisionID "606598951".
- Covector_mapping_principle hasPhotoCollection Covector_mapping_principle.
- Covector_mapping_principle subject Category:Optimal_control.
- Covector_mapping_principle comment "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.".
- Covector_mapping_principle label "Covector mapping principle".
- Covector_mapping_principle sameAs m.0j7m2d_.
- Covector_mapping_principle sameAs Q5178947.
- Covector_mapping_principle sameAs Q5178947.
- Covector_mapping_principle wasDerivedFrom Covector_mapping_principle?oldid=606598951.
- Covector_mapping_principle depiction CMP-OptimalControl.png.
- Covector_mapping_principle isPrimaryTopicOf Covector_mapping_principle.
