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- Q7369947 subject Q5881968.
- Q7369947 subject Q7013903.
- Q7369947 subject Q7285561.
- Q7369947 abstract "Named after I. Michael Ross and F. Fahroo, the Ross–Fahroo lemma is a fundamental result in optimal control theory.It states that dualization and discretization are, in general, non-commutative operations. The operations can be made commutative by an application of the covector mapping principle.".
- Q7369947 wikiPageWikiLink Q17007827.
- Q7369947 wikiPageWikiLink Q17086120.
- Q7369947 wikiPageWikiLink Q1971426.
- Q7369947 wikiPageWikiLink Q3302775.
- Q7369947 wikiPageWikiLink Q3491629.
- Q7369947 wikiPageWikiLink Q5178947.
- Q7369947 wikiPageWikiLink Q5435217.
- Q7369947 wikiPageWikiLink Q5881968.
- Q7369947 wikiPageWikiLink Q5968051.
- Q7369947 wikiPageWikiLink Q7013903.
- Q7369947 wikiPageWikiLink Q7285561.
- Q7369947 wikiPageWikiLink Q7369948.
- Q7369947 comment "Named after I. Michael Ross and F. Fahroo, the Ross–Fahroo lemma is a fundamental result in optimal control theory.It states that dualization and discretization are, in general, non-commutative operations. The operations can be made commutative by an application of the covector mapping principle.".
- Q7369947 label "Ross–Fahroo lemma".