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Titlebook: Iteration Theory and its Functional Equations; Proceedings of the I Roman Liedl,Ludwig Reich,György Targonski Conference proceedings 1985 S

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A. Sabrise through intervention plans, and a . in which postponed actions are carried out on medium and/or long-term so that the situation comes back to a state judged as acceptable by stakeholders. The PRIME project has developed a decision aiding tool for risk managers involved in an industrial accident i
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A functional equation for the embedding of a homeomorphism of the interval into a flow,ntiable homeomorphism ω(x) of [0,1] with ω‘ ≠ 0, there exists a solution F(x,t) to F.(x,t)=φ(F(x,t)) so that F(x,0)=x, F(x,1)=ω(x). A solution to the functional equation is given for the case where ω has a finite number of fixed points a. with ω‘(a.) ≠ 1. The analogous equation in n-dimensional spac
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Product-integration and one-parameter subgroups of linear lie-groups, the interval [0,1] belongs to a given homotopy class. The restrictions of one-parameter subgroups are fixed points of this method. All fixed points can be described by a product integral equation. Until now there could be shown for special groups of matrices that these fixed points are attractive.
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Interactions Between CD2 and T-Cell Receptor Isoforms in CTL Functionl receptor (TCR) with a nominal peptide antigen bound to a specific major histocompatibility complex (MHC) molecule confers specificity on the CTL. The clonally unqiue antigen-specific binding component has been termed Ti and exists as a disulfide-linked Ti.-. heterodimer on the majority of peripher
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Anesthesiancerns for the anesthesiologist. Administration of a safe anesthetic entails understanding the surgical approach, specific instrumentation used for tissue resection, physiologic sequelae of optimal positioning, and effects of the visualization medium. This review will examine specific anesthetic con
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