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- 2012939056 contributor B12700636.
- 2012939056 contributor B12700637.
- 2012939056 created "c2012.".
- 2012939056 date "2012".
- 2012939056 date "c2012.".
- 2012939056 dateCopyrighted "c2012.".
- 2012939056 description "1. The calculus of variations: a historical perspective -- 2. The Pontryagin maximum principle: from necessary conditions to the construction of an optimal solution -- 3. Reachable sets of linear time-invariant systems: from convex sets to the bang-bang theorem -- 4. The high-order maximum principle: from approximations of reachable sets to high-order necessary conditions for optimality -- 5. The method of characteristics: a geometric approach to sufficient conditions for a local minimum -- 6. Synthesis of optimal controlled trajectories: from local to global solutions -- 7. Control-affine systems in low dimensions: from small-time reachable sets to time-optimal syntheses -- A: A review of some basic results from advanced calculus -- B: Ordinary differential equations -- C. An introduction to differentiable manifolds -- D: Some facts from real analysis.".
- 2012939056 description "Includes bibliographical references and index.".
- 2012939056 extent "xix, 640 p. :".
- 2012939056 identifier "1461438330".
- 2012939056 identifier "9781461438335".
- 2012939056 identifier 2012939056-b.html.
- 2012939056 identifier 2012939056-d.html.
- 2012939056 identifier 2012939056-t.html.
- 2012939056 isPartOf "Interdisciplinary applied mathematics ; 38.".
- 2012939056 isPartOf "Interdisciplinary applied mathematics, 0939-6047 ; 38".
- 2012939056 issued "2012".
- 2012939056 issued "c2012.".
- 2012939056 language "eng".
- 2012939056 publisher "New York : Springer,".
- 2012939056 subject "515/.642 23".
- 2012939056 subject "Control theory Mathematical models.".
- 2012939056 subject "Control theory.".
- 2012939056 subject "QA402.3 .S325 2012".
- 2012939056 tableOfContents "1. The calculus of variations: a historical perspective -- 2. The Pontryagin maximum principle: from necessary conditions to the construction of an optimal solution -- 3. Reachable sets of linear time-invariant systems: from convex sets to the bang-bang theorem -- 4. The high-order maximum principle: from approximations of reachable sets to high-order necessary conditions for optimality -- 5. The method of characteristics: a geometric approach to sufficient conditions for a local minimum -- 6. Synthesis of optimal controlled trajectories: from local to global solutions -- 7. Control-affine systems in low dimensions: from small-time reachable sets to time-optimal syntheses -- A: A review of some basic results from advanced calculus -- B: Ordinary differential equations -- C. An introduction to differentiable manifolds -- D: Some facts from real analysis.".
- 2012939056 title "Geometric optimal control : theory, methods and examples / Heinz Schättler, Urszula Ledzewicz.".
- 2012939056 type "text".