A new sufficient condition for the well-posedness of non-linear least square problems arising in identification and control-Reference-Cited by-同舟云学术

A new sufficient condition for the well-posedness of non-linear least square problems arising in identification and control

Published: Issue: Volume: Page:452-463
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Container-title:Analysis and Optimization of Systes
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Author:

Chavent Guy

Publisher

Springer Berlin Heidelberg

Link

http://link.springer.com/content/pdf/10.1007/BFb0120068.pdf

Reference7 articles.

1. G. CHAVENT, “Local Stability of the Output Least-Square Parameter Estimation Technique”, Mat. Aplic. Comp., Vol 2 nol, pp 3–22, (1983)

2. G. CHAVENT, “New Trends in Identification of Distributed Parameter Systems,” Proceedings of the IFAC World Congress, Mnchen, Pergamon Press, (1988)

3. G. CHAVENT, “On the Uniqueness of Local Minima for General Abstract Non-linear Least Square Problems”, Inverse Problems 4, pp 417–433, (1988)

4. G. CHAVENT, “Quasiconvex Sets and Size × curvature condition; Application to non linear inversion”, INRIA Report 1017, April 89 (Submitted to JAMO)

5. G. CHAVENT, “New size × curvature conditions for strict quasiconvexity of sets”, INRIA Report to appear, 1989

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