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Titlebook: Hematologic Cancers: From Molecular Pathobiology to Targeted Therapeutics; Jianguo Tao,Eduardo Sotomayor Book 2012 Springer Science+Busine

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Vu Duong M.D.,Jeffrey Lancet M.D.nd constraint space of a compliant mechanism according to the reciprocal relationship between twists and wrenches. By using the constraint-based design approach, a flexible element can be represented by the constraint wrench exerted from it. Thus by knowing the preferred mobility of a compliant mech
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Mithun Vinod Shah,Thomas P. Loughran Jr.revious related results of the continuous and discrete systems into the framework of the DOSs framework. A class of systems in delta domain has been studied in [32, 140, 266]. The problem of system instability when the sampling time is fast can be solved by using delta operator model [49]. The delta
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Yizhuo Zhang M.D., Ph.D.,Shanqi Guo,Haifeng Zhaoor example a closed-loop shaping control design typically requiring small sensitivity. Weighting method has been proven useful to deal with the finite frequency requirements [150]. However, the additional weights tend to increase the system complexity and the process of selecting appropriate weights
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alman-filter-based iterative algorithm and a recursive frequency estimator using linear prediction have been considered in [305]. In [122], the synthesis of two observer-based nonlinear control algorithms was performed within the globally linearizing control framework. A problem of optimal linear Ka
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https://doi.org/10.1007/978-94-007-5028-9Leukemia; Lymphoma; Molecular Pathogenesis; Targeted Therapy; Apoptosis
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Kenneth H. Shain M.D., Ph.D.,William S. Dalton Ph.D., M.D.In this chapter, . control for discrete-time switched linear systems is investigated with MDPDT switching. Based on the stability and .-gain criteria in Chap. ., the QTD controllers are designed. Here, we consider the controllers are non-fragile, which are more flexible in practice.
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Jorge J. Castillo M.D.In this chapter, . filter for discrete-time switched linear systems is investigated under MDADT switching. The designed filters are both mode-dependent and QTD, which can guarantee the resulting filtering error systems are GUAS with a weighted .-gain performance.
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