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The Brockett stabilization problem
2000 2nd International Conference. Control of Oscillations and Chaos. Proceedings (Cat. No.00TH8521), 2001zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Stability in the Isoperimetric Problem
Bulletin of the London Mathematical Society, 1986Considered is the question of stability of the solution of a classical isoperimetric problem: If a domain \(D\subset {\mathbb{R}}^ 3\) of volume V and surface area S is such that \(S/4\pi -(3V/4\pi)^{2/3}\) is close to its minimal value 0, must then D be ''close'' to being a ball?
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The Brockett Stabilization Problem
Automation and Remote Control, 2005zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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A Stabilization Indices Problem
Journal of Mathematical Sciences, 2015zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Scaled Stability in Variational Problems
SIAM Journal on Optimization, 2002Summary: We introduce tools called tolerance functions for the study of a new and practical kind of stability for variational problems on normed vector spaces. Our notion of stability is distinguished by the fact that it explicitly addresses distinctions of scale.
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2001
Let a real system S be modeled by an equation like (1.3). A particular evolution x(t, t 0, x 0) of S is completely determined by assigning the Cauchy datum (t 0, x 0). However, this datum is obtained by an experimental procedure and is therefore affected by an error. If a “small” difference in the initial data leads to a new solution that is “close” to
Addolorata Marasco, Antonio Romano
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Let a real system S be modeled by an equation like (1.3). A particular evolution x(t, t 0, x 0) of S is completely determined by assigning the Cauchy datum (t 0, x 0). However, this datum is obtained by an experimental procedure and is therefore affected by an error. If a “small” difference in the initial data leads to a new solution that is “close” to
Addolorata Marasco, Antonio Romano
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The Stability of Vector Optimization Problems
2021The theoretical research and application of vector optimization problem has a history of several decades. In the transportation network, there is usually two or more evaluation indexes, which is a problem that people often need to solve in real life.
Xianzheng Dong, Chi Zhang, Lizhi Zhang
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Condition and stability problems
2000In this survey article ill-conditioning of computational problems and instability of algorithms are discussed which are related to the computation of matrix eigenvalues, the roots of nonlinear equations, and the solutions of a difference equation. The authors summarize and compare some of their earlier results.
NOSCHESE, Silvia, PASQUINI, Lionello
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The problem of stabilization after sacrectomy
Archives of Orthopaedic and Trauma Surgery, 1994After sacrectomy, mobilization of the patient is only possible if a stable connection between the spine and pelvis can be obtained. We have developed an instrumentation to fix the pelvis to the spine. Two DHS screws connected to each other were implanted in the pelvis (one DHS screw into each ilium).
Blatter G +3 more
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1986
Presumably, if the Godelian is to find a solution to the Stability Problem for a given system T (T being an ideal system whose soundness is in question, and therefore a system whose syntax is to be represented or “arithmetized”) he must locate a set C of conditions on formulae of T (T now being treated also as the system in which the syntax of T is to ...
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Presumably, if the Godelian is to find a solution to the Stability Problem for a given system T (T being an ideal system whose soundness is in question, and therefore a system whose syntax is to be represented or “arithmetized”) he must locate a set C of conditions on formulae of T (T now being treated also as the system in which the syntax of T is to ...
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