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Homogeneous stabilizing feedback for homogeneous systems
Proceedings of the 2000 American Control Conference. ACC (IEEE Cat. No.00CH36334), 2000We deal with the stabilizability problem of a homogeneous nonlinear systems. We provide the sufficient condition under which the system considered is globally asymptotically stabilizable by an homogeneous feedback law.
Ourida Chabour +2 more
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Isometrically homogeneous and topologically homogeneous continua
Indiana University Mathematics Journal, 2016Based on the past study of homogeneous continua, this paper concludes that compact connected metric topological groups and isometrically homogeneous continua fall into the following three mutually disjoint classes: (1) indecomposable; (2) aposyndetic and semi-indecomposable; (3) mutually aposyndetic.
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Journal of the London Mathematical Society, 1989
This paper introduces the class of links named in the title. This class contains the alternating links as a subclass, and also the positive (or standard) links. Let D be a diagram of a link L, and let F be the orientable surface spanning L which is constructed from D by applying Seifert's algorithm. A link diagram is homogeneous if it can be decomposed
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This paper introduces the class of links named in the title. This class contains the alternating links as a subclass, and also the positive (or standard) links. Let D be a diagram of a link L, and let F be the orientable surface spanning L which is constructed from D by applying Seifert's algorithm. A link diagram is homogeneous if it can be decomposed
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Homogenization and numerical homogenization of linear equations
2023Eric Chung +2 more
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Homogenization in Viscoplasticity
SIAM Journal on Mathematical Analysis, 2007In this work we present the justification of the formally derived homogenized problem for the quasi-static initial boundary value problem with internal variables, which models the deformation behavior of viscoplastic materials with a periodic microstructure.
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2003
Properties of homogeneous segment sets are investigated in this paper. A universal characterization of homogeneous sets is preented in the form of a polynomial algorithm which decides whether or not a set S is homogeneous with respect to S *. It is shown that any set of homogeneous segments can be reduced to the uniquely determined minimal base and a ...
Robert Batusek +2 more
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Properties of homogeneous segment sets are investigated in this paper. A universal characterization of homogeneous sets is preented in the form of a polynomial algorithm which decides whether or not a set S is homogeneous with respect to S *. It is shown that any set of homogeneous segments can be reduced to the uniquely determined minimal base and a ...
Robert Batusek +2 more
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Homogenizer for Continuous Homogenization
Science, 1954E S, HARRIS, J W, MEHL
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